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147120be5dee7265cfdb0f4301f014c9e724d2f1 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3311/CH12/EX12.2/Ex12_2.sce | bd7a36d5d8100dc240b4f31ea1be85e7edcac6e0 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 2,115 | sce | Ex12_2.sce | // chapter 12
// example 12.2
// fig. 12.8
// Determine resonant frequency, maximum operating frequency,Peak thyristor current, average thyristor current, rms thyristor current, rms load current and average supply current
// page-760-762
clear;
clc;
// given
C1=4; // in uF
C2=4; // in uF
Lr=40; // in uH
R=2; // in ohm
Edc=120; // in V (input voltage)
t_q=20; // in us (SCR turn-off time)
// calculate
Lr=Lr*1E-6; // changing unit from uH to H
t_q=t_q*1E-6; // changing unit from us to s
Ceq=C1+C2;
Ceq=Ceq*1E-6; // changing unit from uF to F
wr=sqrt((1/(Lr*Ceq))-R^2/(4*Lr^2)); // calculation of resonant angular frequency
fr=wr/(2*%pi); // calculation of resonant frequency
tr=1/fr; // calculation of resonant time-period
fr_max=1/(2*t_q); // calculation of maximum frequency
f0=0.4*fr; // calculation of output frequency
T0=1/f0; // calculation of output period
td=T0/2-tr; // calculation of delay time
tp=(1/wr)*atan(2*wr*Lr/R); // calculation of time at which peak current is obtained
Ec1=Edc/(exp(R*2*%pi/(2*Lr*wr))+1); // calculation of initial capacitor voltage
Ip=(Edc+Ec1)/(wr*Lr)*sin(wr*tp)*exp(-R*tp/(2*Lr)); // calculation of peak current
I_av_SCR=(Edc+Ec1)/(wr*Lr)*(1/T0)*integrate('sin(wr*t)*exp(-R*t/(2*Lr))','t',0,tr/2); // calculation of average thyristor current
I_rms_SCR=(Edc+Ec1)/(wr*Lr)*sqrt((1/T0)*(integrate('(sin(wr*t))^2*exp(-R*t/Lr)','t',0,tr/2))); // calculation of rms thyristor current
I0=2*I_rms_SCR; // calculation of rms load current
P0=I0^2*R; // calculation of output power
Is=P0/Edc; // calculation of average supply current
printf("\nThe resonant frequency is \t\t\t fr=%.3f KHz",fr*1E-3);
printf("\nThe maximum possible operating frequency is \t fr_max=%.f KHz",fr_max*1E-3);
printf("\nThe Peak thyristor current is \t\t\t Ip=%.2f A",Ip);
printf("\nThe average thyristor current is \t\t I_av_SCR=%.3f A",I_av_SCR);
printf("\nThe rms thyristor current is \t\t\t I_rms_SCR=%.2f A",I_rms_SCR);
printf("\nThe rms load current is \t\t\t I0=%.1f A",I0);
printf("\nThe average supply current is \t\t\t Is=%.2f A",Is);
// Note : The answers vary slightly due to precise calculation
|
4553ddfff9ca13c06f12cda03c1826b45928b941 | 449d555969bfd7befe906877abab098c6e63a0e8 | /3204/CH12/EX12.7/Ex12_7.sce | 13059d1b93aa03cc9fb0b8b2ffd54c661e07be4a | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 538 | sce | Ex12_7.sce | // Initilization of variables
A= 50 // cm^2 // area of the shaded portion
J_A=22.5*10^2 // cm^4 // polar moment of inertia of the shaded portion
d=6 // cm
// Calculations
J_c=J_A-(A*d^2)
// substuting the value of I_x from eq'n 2 in eq'n 1 we get,
I_y=J_c/3 // cm^4 // M.O.I about Y-axis
// Now from eq'n 2,
I_x=2*I_y // cm^4 // M.O.I about X-axis
// Results
clc
printf('The centroidal moment of inertia about X-axis (I_x) is %f cm^4 \n',I_x)
printf('The centroidal moment of inertia about Y-axis (I_y) is %f cm^4 \n',I_y)
|
06f589eed30d215ab2ba8188c5ddcc0d446f6546 | e1bc17aae137922b1ee990f17aae4a6cb15b7d87 | /Completed Simulations/K.Ogata/Scilab/Ex6_1.sci | fc4bbb6e887121029ed945b77486b113c7a89cd4 | [] | no_license | muskanmahajan37/Xcos_block_examples | 650dceb0afdbfc100f3e9c5a6508443eca030fa2 | 8ac15bc5efafa2afc053c293152605b0e6ae60ff | refs/heads/master | 2022-02-26T04:20:26.365000 | 2019-09-03T12:57:40 | 2019-09-03T12:57:40 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 90 | sci | Ex6_1.sci | function y1=locus2(z)
s=%s
D=s*(s+1)*(s+2)
H=syslin('c',1,D)
evans(H,z)
y1=0;
endfunction
|
09b4a937a2b22535f0fc46f9d056ea1877a99ed4 | e86f908be00c4a3a017e81d12588d76562c56b75 | /macros/bitrevorder.sci | a4b6da8dfa95fa476e27c2631628a7999e575648 | [] | no_license | ShashikiranYadalam/FOSSEE_SP_task | 8869a14f664329625b76e15e771058b90b69b1e1 | 601ca7b7c91587a430c69c9ceb1f87b196c8e566 | refs/heads/master | 2020-03-20T06:38:26.598000 | 2019-03-01T12:31:10 | 2019-03-01T12:31:10 | 137,255,176 | 0 | 0 | null | 2018-06-14T05:16:17 | 2018-06-13T18:27:32 | HTML | UTF-8 | Scilab | false | false | 665 | sci | bitrevorder.sci | function [y,i]=bitrevorder(x)
// Returns input data in bit-reversed order
// Calling Sequence
// [y,i]=bitrevorder(x)
// Parameters
// x: Vector of real or complex values
// Description
// This is an Octave function.
// This function returns the input data after reversing the bits of the indices and reordering the elements of the input array.
// Examples
// 1. [y]=bitrevorder ([i,1,3,6i])
// y = [0 + 1i 3 + 0i 1 + 0i 0 + 6i]
// 2. [y,i]=bitrevorder (['a','b','c','d'])
// y = acbd
// i = [1 3 2 4]
funcprot(0);
[lhs,rhs]=argn(0);
if (rhs<1) then
error ("Wrong number of input arguments.")
end
[y,i]=callOctave("bitrevorder",x)
endfunction
|
1e9421783371cc042680ea6e0549d85ff77b7192 | b2675f983fedb79e5e6f1940962373bda0570ec4 | /D1/Tests/mar.tst | ceb4fff1725d50684c8bcc6be3e637663adaf63f | [] | no_license | Meena92/Projects | b854c40b91515bb429c9e13fb0cbc95c03e0a9d6 | 06361e24bf51883ff4140db5c37c3f40836a5752 | refs/heads/master | 2020-03-29T01:45:03.726000 | 2019-06-11T05:26:08 | 2019-06-11T05:26:08 | 149,404,524 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 3,094 | tst | mar.tst | <?xml version="1.0" ?>
<TestCase name="mar" version="5">
<meta>
<create version="10.0.0" buildNumber="10.0.0.431" author="admin" date="10/09/2017" host="inbasdpc10722" />
<lastEdited version="10.0.0" buildNumber="10.0.0.431" author="admin" date="10/10/2017" host="inbasdpc10722" />
</meta>
<id>F21914E0ACD911E7BC8BD8CB8A8AB1DA</id>
<Documentation>Put documentation of the Test Case here.</Documentation>
<IsInProject>true</IsInProject>
<sig>ZWQ9NSZ0Y3Y9NSZsaXNhdj0xMC4wLjAgKDEwLjAuMC40MzEpJm5vZGVzPS0yMDg0NTUxNjU3</sig>
<subprocess>false</subprocess>
<initState>
</initState>
<resultState>
</resultState>
<deletedProps>
</deletedProps>
<Node name="Java Script Step" log=""
type="com.itko.lisa.test.ScriptNode"
version="1"
uid="97A0B59EAD7511E7BC8BD8CB8A8AB1DA"
think="500-1S"
useFilters="true"
quiet="false"
next="end" >
<!-- Assertions -->
<CheckResult assertTrue="true" name="Any Exception Then Fail" type="com.itko.lisa.dynexec.CheckInvocationEx">
<log>Assertion name: Any Exception Then Fail checks for: true is of type: Assert on Invocation Exception.</log>
<then>fail</then>
<valueToAssertKey></valueToAssertKey>
<param>.*</param>
</CheckResult>
<onerror>abort</onerror>
<script>import com.itko.lisa.model.mar.*; import com.itko.lisa.model.mar.ModelArchiveInfo; import com.itko.lisa.test.Configuration; String path = "D:\\DevTest\\Projects\\D1"; String vsModelFileName = "D:\\DevTest\\Projects\\D1\\VirtualServices\\RR9.vsm"; // include path String configurationFileName = "D:\\DevTest\\Projects\\D1\\Configs\\project.config"; // include path int capacity = 1; int thinkScale = 0; boolean autoRestart = true; ModelArchiveInfo mari = ModelArchiveInfo.createVSMARInfo(path + "/Configs/" + configurationFileName, capacity, thinkScale, autoRestart); mari.save(new File(path + "/MARInfos/RR9.mari")); return vsModelFileName; //code end </script>
</Node>
<Node name="abort" log=""
type="com.itko.lisa.test.AbortStep"
version="1"
uid="F21AC292ACD911E7BC8BD8CB8A8AB1DA"
think="0h"
useFilters="true"
quiet="true"
next="" >
</Node>
<Node name="fail" log=""
type="com.itko.lisa.test.Abend"
version="1"
uid="F21AC294ACD911E7BC8BD8CB8A8AB1DA"
think="0h"
useFilters="true"
quiet="true"
next="abort" >
</Node>
<Node name="end" log=""
type="com.itko.lisa.test.NormalEnd"
version="1"
uid="F21AC296ACD911E7BC8BD8CB8A8AB1DA"
think="0h"
useFilters="true"
quiet="true"
next="fail" >
</Node>
</TestCase>
|
ff2b2f0212d404e54b094ecb52814db0c88ef06b | 449d555969bfd7befe906877abab098c6e63a0e8 | /3710/CH4/EX4.3/Ex4_3.sce | 3f143509db81db406f426aa1d9ff7dc51bfa77d9 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 1,246 | sce | Ex4_3.sce | //Example 4.3, Page Number 158
//The Function fpround(dependency) is used to round a floating point number x to n decimal places
clc;
d=0.2*(10**-3) //Chip Diameter in meter
d1=1 //Distance in Meter
l=550*(10**-9 ) //Wavelength in Meter
q=0.001 //External Quantum Efficiency
i=50*(10**-3) //Operational Current
h=6.6*(10**-34)//Plancks Constant
c=3*(10**8)//Speed of Light
e=1.6*(10**-19)//Charge of an electron
theta=(d/2)
mprintf("Angle Theta of Emitting Area :%f\n",theta)
mprintf(" Since theta is less than one, the LED acts as a Point Source\n")
W=((h*c)/l)*q*(i/e) //W is the Total Radiant Power
W=fpround(W,6)
mprintf(" The Total Radiant Power is :%.2e W\n",W)
//From the graph(Fig 1.24 Page No.33)
l1=600 //Average Luminosity
lf=W*l1 //lf is the luminous flux from the source
lf=fpround(lf,3)
mprintf(" The Luminous Flux from the source is:%.2e lm\n",lf)
li=lf/(2*3.14)//li is the luminous intensity at normal incidence since flux is distributed over angle 2PI
li=fpround(li,4)
mprintf(" The Luminous Intensity at normal incidence is: %.2e candela\n",li)
X = [400,500,555,600,650,700]
V = [0.0,0.3,1.0,0.7,0.3,0.0]
plot(X,V);
xlabel("Wavelength in nm")
ylabel("V")
title("Fig 1.24")
|
bba581d482483adf1aac3470846152ac65a73005 | 449d555969bfd7befe906877abab098c6e63a0e8 | /401/CH3/EX3.7/Example3_7.sce | 081047e80d4e0cdfff01e7d7c1ea2f7520995f32 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 731 | sce | Example3_7.sce | //Example 3.7
//Program to estimate rms pulse broadening per kilometer for the fiber
clear;
clc ;
close ;
//Given data
lambda=0.85*10^(-6); //metre - WAVELENGTH
L=1; //km - DISTANCE
MD=0.025;//MATERIAL DISPERSION = mod(lamda^2*[del^2(n1)/del(lamda)^2)
c=2.998*10^8; //m/s - VELOCITY OF LIGHT IN VACCUM
sigma_lambda_by_lambda=0.0012;// sigma_lambda/lambda
//Material Dispersion Parameter
M=MD/(lambda*c);
//R.M.S. Spectral Width
sigma_lambda=sigma_lambda_by_lambda*lambda;
//R.M.S. pulse broadening per kilometer
sigma_m=sigma_lambda*L*M;
//Displaying the Result in Command Window
printf("\n\n\t R.M.S. pulse broadening per kilometer is %0.2f ns/km.",sigma_m/10^(-12)); |
d7cd385a2ace5b07e56046ddd7b1c526047a180b | 449d555969bfd7befe906877abab098c6e63a0e8 | /2513/CH14/EX14.5/14_5.sce | ee69c21d49d40a139f1ef83d1bf54904adcaed4d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 499 | sce | 14_5.sce | clc
//initialisation of variables
d1=0.67//ft
h1=2.00//ft
h2=4.04//ft
hv1=0.062//ft
hv2=0.254//ft
d=0.19//ft
h=0.2//ft
h1=0.04//ft
q=0.644//ft
q1=0.65//ft
v=0.92//ft
d2=6.5//ft
v1=3.69//ft
d3=0.542//ft
hv3=0.21//ft
delv=0.15//ft
d4=0.02//ft
//CALCULATIONS
H=d1+hv1//ft
H1=d1+hv2//ft
he=h*d//ft
hi=d+h1//ft
H2=d3+hv3//ft
he1=h*delv//ft
S=d4+h1//ft
//RESULTS
printf('the required slope=% f ft',hi)
printf('the lower sewer and the invert drop in the transition=% f ft',S)
|
6861bacb671cfa6dfe6db8039f1b19103726b8a8 | 449d555969bfd7befe906877abab098c6e63a0e8 | /24/CH42/EX42.3/Example42_3.sce | 963a9d4a9bcb69eb4d5d371aec65c235c702df84 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 395 | sce | Example42_3.sce | //Given that
E = 7 //in ev
V = 2*10^-9 //in m^3
density = 2*10^28 //in m^3/ev
deltaE = 3*10^-3 //in ev
//Sample Problem 42-3a
printf("**Sample Problem 42-3a**\n")
n = density*V
printf("The number of states are equal to %1.2e per ev\n", n)
//Sample Problem 42-3b
printf("\n**Sample Problem 42-3b**\n")
n = n*deltaE
printf("The number of states are equal to %1.2e per ev\n", n) |
1b7a48afe6f0657c305f7c8eb4db799c9fbc0b87 | 449d555969bfd7befe906877abab098c6e63a0e8 | /2561/CH10/EX10.6/Ex10_6.sce | b1b9776b89e3f9b69f7262fb9c2db29dd7551e62 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 155 | sce | Ex10_6.sce | //Ex10_6
clc
x='110';
disp("Octal number="+string(x))// octal value
str=oct2dec(x)//octal to decimal
disp("Eqivalent Decimal number="+string(str))
|
780ab8fa1e903eedf5b8ceaedf5dc96c5ef1cff4 | 449d555969bfd7befe906877abab098c6e63a0e8 | /866/CH6/EX6.2/6_2.sce | e956e8573ad4bab294636e8d1ac639b2a1e29679 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 653 | sce | 6_2.sce | clc
//initialisation of variables
W= -10 //KN/m
Yac= 7 //m
xad= -7.5 //m
xac= -15 //m
xcb= 10 //m
//CALCULATIONS
k= Yac/((xac)^2)
yb= k*(xcb)^2
hb= Yac-yb
yd= k*(xad)^2
hd= Yac-yd
A=[(xcb-xac),(hb);(xcb),(-yb)]
b=[-W*(-xac)*(-xad);0]
c= A\b
Rbv= c(1,1)
Rbh= c(2,1)
Rah= Rbh
Rav= -Rbv-W*(-xac)
dybydx= 2*k*xad
alpha= atand(-2*k*xad)
Nd= -Rav*sind(alpha)-Rah*cosd(alpha)+((-W)*(-xad)*sind(alpha))
Sd= -Rav*cosd(alpha)+Rah*sind(alpha)+((-W)*(-xad)*cosd(alpha))
Md= Rav*(-xad)-Rah*hd+W*(-xad)*(-xad/2)
//RESULTS
printf ('Normal force= %.2f kN',Nd)
printf ('\n Shear force=%.2f KN',Sd)
printf (' \n Bending moment=%.1f KNm',Md)
|
23b79b4e7c237c7d5cba33a025a23088e924c985 | ac4e0c7ecf872bf33401feeb94567319345f1d91 | /Culvert_design.sce | 75eb59470e8de6eec9941be54295d13d9424bd2f | [] | no_license | namanmaheshwari97/Circular-Culvert-Design-Analysis | 91a47220ca8ff7c3c3dc04b598aa1b2532b07304 | 260c00fa43a36915c3de352da2bf30929a6cb81e | refs/heads/master | 2021-01-20T20:56:56.559000 | 2016-07-08T17:53:43 | 2016-07-08T17:53:43 | 62,906,453 | 0 | 1 | null | 2020-10-05T08:15:54 | 2016-07-08T17:43:39 | Scilab | UTF-8 | Scilab | false | false | 7,417 | sce | Culvert_design.sce | disp("15CS101L");
disp("Programming Laboratory");
disp("Internet Programming lab");
disp("Culvert Design and Analysis");
disp("Mr. M. Mohamed Rabik");
disp("Aryaman Dhanda , RA1511003010481");
disp("Naman Maheshwari , RA1511003010471");
disp("Sidharth Suresh , RA1511003010477");
disp("Select Pipe material and inlet type");
disp("1. Concrete. Square edge inlet with headwall.");
disp("2. Concrete. Groove end inlet with headwall.");
disp("3. Concrete. Groove end projecting at inlet.");
disp("4. Corrugated metal (CMP). Headwall at inlet.");
disp("5. Corrugated metal (CMP). Mitered to slope at inlet.");
disp("6. Corrugated metal (CMP). Projecting at inlet");
pipeMaterial = input("Enter the number corresponding to the pipe Material. (0 to 6) :");
//np = Pipe manning n coefficient.
//C1,C2,C3,C4,C5 = constants for inlet control equations
//Ke = Minor loss coefficient for pipe inlet
select(pipeMaterial)
case 1 then np = 0.013;
C1 = 0.0098;
C2 = 2.0;
C3 = -0.5;
C4 = 0.0398;
C5 = 0.67;
Ke = 0.5;
case 2 then np = 0.013;
C1 = 0.0078;
C2 = 2.0;
C3 = -0.5;
C4 = 0.0292;
C5 = 0.74;
Ke = 0.2;
case 3 then np = 0.013;
C1 = 0.0045;
C2 = 2.0;
C3 = -0.5;
C4 = 0.0317;
C5 = 0.69;
Ke = 0.2;
case 4 then np = 0.022;
C1 = 0.0078;
C2 = 2.0;
C3 = -0.5;
C4 = 0.0379;
C5 = 0.69;
Ke = 0.5;
case 5 then np = 0.022;
C1 = 0.0210;
C2 = 1.33;
C3 = 0.7;
C4 = 0.0463;
C5 = 0.75;
Ke = 0.7;
case 6 then np = 0.022;
C1 = 0.0340;
C2 = 1.50;
C3 = -0.5;
C4 = 0.0553;
C5 = 0.54;
Ke = 0.9;
else
disp("Entered value is incorrect. Please recheck !");
end
disp("Choose the channel material : ");
disp("1. Clean and Straight");
disp("2. Major Rivers");
disp("3. Sluggish with Deep pools.");
disp("4. Clean");
disp("5. Gravelly");
disp("6. Weedy");
disp("7. Stony, Cobbles");
disp("8. Pasture, Farmland");
disp("9. Light Brush");
disp("10. Heavy Brush");
disp("11. Trees");
channelMaterial = input("Enter the values from 1-11 :");
select(channelMaterial)
case 1 then nc = 0.030;
case 2 then nc = 0.035;
case 3 then nc = 0.040;
case 4 then nc = 0.022;
case 5 then nc = 0.025;
case 6 then nc = 0.030;
case 7 then nc = 0.035;
case 8 then nc = 0.035;
case 9 then nc = 0.050;
case 10 then nc = 0.075;
case 11 then nc = 0.15;
else
disp("Entered value is incorrect. Please recheck ! ");
end
A=input("Flow area :");
Ac=input("Flow area in one pipe based on critical depth : ");
Av=input("Flow area in one pipe used for computing outlet velocity : ");
b=input("Width of channel bottom :");
D=input("Diameter of each pipe : ");
Ei1=input("Elevation of road crest relative to pipe outlet invert : ");
Er=input("Elevation of road (or dam) crest relative to pipe outlet invert :");
g=input("Acceleration due to gravity : ");
H=input("Head loss computed from outlet control equation : ");
Lp=input("Pipe length : ");
Lw=input("Weir length : ");
N=input("Number of pipes next to each other : ");
P=input("Wetted perimeter : ");
Qp=input("Flowrate through each pipe : ");
Qr=input("Flowrate over the road : ");
Sc=input("Slope of existing channel : ");
Sp=input("Pipe slope : ");
Tc=input("Top width of flow in one pipe based on critical depth : ");
theta = 0;
Vc=input("Pipe velocity based on critical depth : ");
Yavg=input("Average water depth : ");
Yc=input("Critical water depth : ");
Yf=input("Fall : ");
Yh=input("Headwater depth : ");
Yo=input("Water outlet depth : ");
Yt=input("Tailwater depth : ");
Yv=input("Depth used for computing outlet velocity : ");
Z1=input("Left side slope of existing natural channel : ");
Z2=input("Right side slope of existing natural channel : ");
//General Equations
Qt=Qr+N*Qp;
Sp=Sc-Yf/Lp;
Ei=Lp*Sp;
Eh=Ei+Yh;
V=Qp/Av;
//Tailwater Depth
//Manning's Equation is used for computing Yt
Qt=((1.49*A*sqrt(Sc))/(nc))*(A/P)^(0.67);
A=Yt*b+(Yt^2/2)*(Z1+Z2);
P=b+Yt*(sqrt(1+Z1^2)+sqrt(1+Z2^2));
//Headwater depth
//Yh is computed Independently based on inlet and outlet control equations
//Inlet control-Outlet velocity(v) is computer based on what we call the velocity depth,Yv)
if Yh<D then
Yh=Yc+Vc^2/(2*g)+D*(C1*((4*Qp/(3.14*D^(2.5))))^C2+C3*Sp);
Yc=0.42195*sqrt(Qp)/(D*0.26);
Tc=2*sqrt(Yc*(D-Yc));
theta=2*asind(Tc/D);
elseif Yc>D/2 then
theta=2*3.14-theta;
Ac=((D^2)/8)*(theta-sin(theta));
Vc=Qp/Ac;
elseif Yh>=D then
Yh=D((4*((4*Qp/(3.14*D^2.5)))^2+C5+C3*Sp));
//outlet control
elseif Yt<=Y then
Yv=Yc;
elseif Yt>Yc & Yt<D
then Yv=Yt;
elseif Yt>=D
then Yv=D;
elseif Yh<0.93*D
then
T=2*sqrt(Yh*(D-Yh));
theta=2*asind(T/D);
elseif Yh>D/2
then theta=2*3.14-theta;
A=((D^2)/8)*(theta-sin(theta));
P=(theta*D)/2;
Qp=((1.49*A*sqrt(Sp))/np)*((A/P)^0.67);
elseif Yh>=0.93D then
H=[1+Ke+29*n^2*Lp*(4/D)^1.33]*(8*Qp^2)/(g*3.14*3.14*D^4);
elseif Yc<D
then Yavg=(Yc+D)/2;
elseif Yc>=D
then
Yavg=D;
Yo=Max(Yt,Yavg);
Yh=Yo+H-Ei;
end
//flow rate
Qr=3*Lw*((Eh-Er)^1.5);
//Error Messages and Validity
//Input checks in top half of calculation.
// If one of these messages appears, the calculation is halted.
if Qt>=0 & Qt<10000 then
disp("Total flow canot be negative or must be less than 10,000 m^3/s");
elseif N>0 & N<1001 then
disp("Must have at least one pipe,but no more than 1000 pipes");
elseif D>0 & D<100
disp("Pipe diameter must be positive and less than 100");
elseif Lp>0 & Lp<10000
disp("Pipe length must be positive and less than 10,000");
elseif np>0 & np<0.05
disp("Pipe Manning n must be positive and less than 0.05");
elseif Yt<Er
disp("Tailwater depth cannot be higher than the road crest");
elseif (Ei+D)<Er
disp("Upstream pipe invert plus culvert diameter cannot exceed road crest elevation");
elseif (Ei+D)>Er
disp("Not acceptable as the top of the culvert is pushing through the road");
elseif Lw>0 & Lw<10000
disp(" Weir length of road must be positive and less than 10,000m");
elseif Yt<10000
disp("Tailwater depth must be less than 10,000.Negative values are acceptable.Negatives simulate culverts discharging to a lower channel");
elseif Sc<0.5
disp("Channel bottom slope cannot exceed 0.5m/m.This is the longitdinal slope,not the sides slopes");
elseif Sc>0
disp("Channel cannot be horizontal");
elseif b>0 & b<10000
disp("Channel bottom width must be positive and less than 10,000");
elseif (Z1>0 & Z1<10000)|(Z2>0 & Z2>10000)
disp("Channel side slopes can be neither exactly vertical(z=0)nor nearly flat (z>10000) z is defined as horizontal to vertical ratio");
elseif Sp>10^-7 & Sp<0.5
disp("Pipe slope must be between these limits");
end
|
eea1ab22592932b9f7e53374732d900a3f1b84c6 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1073/CH3/EX3.37/3_37.sce | 23d8550868b67d75999bd4309559c4be1693fe44 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 1,247 | sce | 3_37.sce | clc;
clear;
//Example 3.37
k=0.03 //W/(m.K)
Npr=0.697 //Prandtl number
v=2.076*10^-6 //m^2/s
Beta=0.002915 //K^-1
D=25 ; //[Diameter in cm]
D=D/100 //[m]
Tf=343 //Film temperature in [K]
A=%pi*(D/2)^2 //Area in [m^2]
P=%pi*D //Perimeter [m]
T1=293 //[K]
T2=393 //[K]
g=9.81 //[m/s^2]
//Case (i) HOT SURFACE FACING UPWARD
L=A/P //Characteristic length in [m]
Beta=1/Tf; //[K^-1]
dT=T2-T1 //[K]
Ngr=(g*Beta*dT*(L^3))/(v^2) //Grashoff number
Nra=Ngr*Npr
Nnu=0.15*(Nra^(1.0/3.0)) //Nusselt number
h=Nnu*k/L //[W/m^2.K]
Q=h*A*dT //[W]
printf("\nHeat transferred when disc is horizontal with hot surface facing upward is %f W\n",Q);
//Case-(ii) HOT FACE FACING DOWNWARD
Nnu=0.27*(Nra^(1/4)) //Nusselt number
h=Nnu*k/L //W/(m^2.K)
Q=h*A*dT //[W]
printf("\nHeat transferred when disc is horizontal with hot surface facing downward is %f W\n",Q);
//Case-(iii)-For disc vertical
L=0.25 //Characteristic length[m]
D=L //dia[m]
A=%pi*((D/2)^2) //[sq m]
Ngr=(g*Beta*dT*(L^3))/(v^2) //Grashoff number
Npr=0.697
Nra=Ngr*Npr
Nnu=0.10*(Nra^(1/3)) //Nusselt number
h=Nnu*k/D //[W/(m^2.K)]
Q=h*A*dT //[W]
printf("For vertical disc,heat transferred is %f W",Q);
|
073122559c1d3581b7fd7ae1227eb3825648d64f | 449d555969bfd7befe906877abab098c6e63a0e8 | /2441/CH2/EX2.20/Ex2_20.sce | bbcac8e1564a44052e36c711970f15631a3d95f0 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 406 | sce | Ex2_20.sce | //exa 2.20
clc;clear;close;
format('v',6);
//F1=0.004*P1^2+2*P1+80;//Rs./hr
//F2=0.006*P2^2+1.5*P2+100;//Rs./hr
P=250;//MW
P1=poly(0,'P1');P2=poly(0,'P2');
dF1bydP1=2*0.004*P1+2;
dF2bydP2=2*0.006*P2+1.5;
//Let loads are P1 & P-P1
//Economical loading lambda1=lambda2
eqn=2*0.004*P1+2-2*0.006*(P-P1)-1.5;
P1=roots(eqn);//MW
P2=P-P1;//MW
disp(P1,"Load P1(MW) : ");
disp(P2,"Load P2(MW) : ");
|
291700e7b1e6453af5951fc921c2306d16374f06 | e0124ace5e8cdd9581e74c4e29f58b56f7f97611 | /3913/CH9/EX9.3/Ex9_3.sce | abec6d1f4d24d8043eddbae9d54cd2deaef85fa7 | [] | no_license | psinalkar1988/Scilab-TBC-Uploads-1 | 159b750ddf97aad1119598b124c8ea6508966e40 | ae4c2ff8cbc3acc5033a9904425bc362472e09a3 | refs/heads/master | 2021-09-25T22:44:08.781000 | 2018-10-26T06:57:45 | 2018-10-26T06:57:45 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 775 | sce | Ex9_3.sce | //Chapter 9 : Eigenvalues and Eigenvectors
//Example 9.3
//Scilab 6.0.1
//Windows 10
clear;
clc;
A=[-3 1 -1;-7 5 -1;-6 6 -2];
disp(A,'A=')
eig=spec(A)
disp(eig,'eigen values are:')
e4=A-4*eye(3,3)
mprintf('\n(A-4I3)x=')
disp('*',e4)
mprintf(' [x\n y\n z]=')
z=zeros(3,1)
disp(z)
mprintf('\nthis reduces to x=0,y-z=0')
mprintf('\nE4 is spanned by ')
mprintf('\n x=\n [0\n y\n y]')
mprintf('eigenspace E4 is of dimension 1 with basis')
mprintf('\n [0\n 1\n 1]')
e2=A+2*eye(3,3)
mprintf('\n(A+2I3)x=')
disp('*',e2)
mprintf(' [x\n y\n z]=')
z=zeros(3,1)
disp(z)
mprintf('\nthis reduces to x=y,z=0')
mprintf('\nE2 is spanned by ')
mprintf('\n x=\n [x\n x\n 0]')
mprintf('\neigenspace E2 is of dimension 1 with basis')
mprintf('\n [1\n 1\n 0]')
|
4e0371c2896fea9567f1607729a523d93993acac | 449d555969bfd7befe906877abab098c6e63a0e8 | /32/CH17/EX17.02/17_02.sce | 16759b06db83566a6b2e67de9b28ceee06a50d8d | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 453 | sce | 17_02.sce | //pathname=get_absolute_file_path('17.02.sce')
//filename=pathname+filesep()+'17.02-data.sci'
//exec(filename)
//Indicator diagram area & length(in m^2 & m):
A=40*10^(-4)
l=0.08
//Bore(in m):
D=0.15
//Stroke(in m):
L=0.20
//Rpm of motor:
N=100
//Spring constant(in Pa/m):
k=1.5*10^8
//Mep(in Pa):
mep=A*k/l
//Indicated power(in kW):
IP=(%pi*D^2/4*L*mep*N/60*2)/10^3
printf("\n RESULT \n")
printf("\nPower required to drive =%f kW",IP) |
0fded5ba01cadcba38a6419a7427c9cf12a67c52 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1970/CH6/EX6.12/Ch06Exa12.sce | c5d2891ff977176c01ac829277d84480b3330718 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 810 | sce | Ch06Exa12.sce | // Scilab code Exa6.12: : Page-244(2011)
clc; clear;
h_kt = 1.05457e-34; // Reduced planck's constant, joule sec
c = 3e+08; // velocity of light, metre per sec
m_e = 9.1e-31; // Mass of the electron, Kg
ft_O = 3162.28; // Comparative half life for oxygen
ft_n = 1174.90; // Comparative half life for neutron
M_f_sqr = 2 // Matrix element
g_f = sqrt(2*%pi^3*h_kt^7*log(2)/(m_e^5*c^4*ft_O*M_f_sqr)); // Coupling constant, joule cubic metre
C_ratio = (2*ft_O/(ft_n)-1)/3; // Ratio of coupling strength
printf("\nThe value of coupling constant = %6.4e joule cubic metre\nThe ratio of coupling constant = %5.3f", g_f, C_ratio);
// Result
// The value of coupling constant = 1.3965e-062 joule cubic metre
// The ratio of coupling constant = 1.461 |
ceb1ee947f561cb5b4db392a8418709f5f8af3bf | 449d555969bfd7befe906877abab098c6e63a0e8 | /1979/CH9/EX9.9/Ex9_9.sce | 13b06996a69a0bcad720b77a959e622d74ea638e | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 675 | sce | Ex9_9.sce | //chapter-9 page 412 example 9.9
//==============================================================================
clc;
clear;
//For an IMPATT diode
Lp=0.5*10^(-9);//Inductance in Henry
Cj=0.5*10^(-12);//Capacitance in Farad
Ip=0.8;//RF peak current in A
Rl=2;//Load Resistance in ohms
Vbd=100;//Breakdown Voltage in V
Ib=0.1;//dc Bias current in A
//CALCULATION
f=(1/(2*(%pi)*sqrt(Lp*Cj)))/10^9;//Resonant Frequency in GHz
n=((Rl*Ip^2)/(2*Vbd*Ib))*100;//Efficiency in Percentage
//OUTPUT
mprintf('\nResonant Frequency is f=%2.0f GHz \nEfficiency is n=%1.1f percentage',f,n);
//=========================END OF PROGRAM===============================
|
dd95a6cb281dfe990dee8c1a63d04d50fb7310bd | 449d555969bfd7befe906877abab098c6e63a0e8 | /3872/CH14/EX14.2/EX14_2.sce | df7fb91ddc54f9b4759beb52958ddc286c56723c | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 1,446 | sce | EX14_2.sce | //Book - Power System: Analysis & Design 5th Edition
//Authors - J. Duncan Glover, Mulukutla S. Sarma, and Thomas J. Overbye
//Chapter - 14 ; Example 14.2
//Scilab Version - 6.0.0 ; OS - Windows
clc;
clear;
MVAtr1=40; //MVA FOA rating of transformer 1
MVAtr2=40; //MVA FOA rating of transformer 2
normal=1.28; //Factor for normal summer operation
emergency2hr=1.70; //Factor for two hour emergency operation
emergency30day=1.55; //Factor for thirty days emergency operation
unequalloadingfactor=0.95; //Factor to account for unequal transformer loading
MVAstation=normal*(MVAtr1+MVAtr2)*unequalloadingfactor; //MVA rating of thr station
MVAstationemergency2hr=emergency2hr*MVAtr1; //MVA rating of a single transformer for two hour emergency
MVAstationemergency30day=emergency30day*MVAtr1; //MVA rating of a single transformer for thirty days emergency
printf('\nThe summer normal rating of the station is %f MVA',MVAstation);
printf('\nThe emergency rating of the single transformer for two hours is %f MVA',MVAstationemergency2hr);
printf('\nThe emergency rating of the single transformer for thirty days is %f MVA',MVAstationemergency30day)
|
d134852d495e34f3223ec0024f8bffd9e90d9dac | 449d555969bfd7befe906877abab098c6e63a0e8 | /2438/CH6/EX6.3/Ex6_3.sce | 34a47fcc2e091ed37aff3adced9a59e4c8583f48 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 621 | sce | Ex6_3.sce | //==========================================================================
// chapter 6 example 3
clc;
clear;
//input data
t1 = 20; // temperature in ยฐC
alpha = 5*10^-3; //average temperature coefficient at 20ยฐC
R1 = 8; //resistance in ohm
R2 = 140; //resistaance in ohm
//calculation
t2 = t1+((R2-R1)/(R1*alpha)); //temperature in C
//result
mprintf('Hence temperature under normal condition is %3.2fยฐC\n',t2);
//============================================================================
|
4c540a56b5838b4297f4c47758c471aeba3dbbc2 | ac1f8441b0319b4a391cd5a959bd3bb7988edfa7 | /data/news2015/news2015/SplitsNEWS15/EnHe/enhe.8.tst | 0b80c537f6e596f546d81f46b001301d07fa76e2 | [
"MIT"
] | permissive | SaeedNajafi/transliterator | 4d58b8604fa31f52ee2dce7845e002a18214fd5e | 523a087b777a5d6eec041165dabb43848f6222e6 | refs/heads/master | 2021-09-18T17:02:59.083000 | 2018-07-17T06:01:21 | 2018-07-17T06:01:21 | 129,796,130 | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 28,488 | tst | enhe.8.tst | a a t e f ืข ื ื ืฃ
a b a n e ืข ื ื ื
a c o n c a g u a ื ืง ื ื ืง ื ื ื ื
a d a i r ื ื ื ื ืจ
a d o l p h ื ื ื ื ืฃ
a d o n i s ื ื ื ื ื ืก
a g a t h a ื ื ื ืช ื
a g r i p p a ื ื ืจ ื ืค ื
a h m e d ื ื ื ื
a k r o u r ืข ืง ืจ ื ืจ
a l a i d y ื ื ืข ื ื ื ื
a l a l i ื ื ืข ื ื
a l d o ื ื ื ื
a l e k s a n d r ื ื ืง ืก ื ื ืจ
a l j a l d a k i ื ื ื ' ื ื ื ืง ื
a l l o u n i ืข ื ื ื ื
a l o y s i u s ื ื ื ื ื ืฉ ืก
a m i c h a i ืข ื ื ื ื
a m i t a v ื ื ื ื ื
a m r ืข ื ืจ
a n ื ื
a n a t o l ื ื ื ื ื ื
a n d e r s ื ื ื ืจ ื
a n d r e a ื ื ื ืจ ื ื
a n g e l a ื ื ื ื ื ื
a n k a ื ื ืง ื
a n n e ืข ื
a n n u n z i a t a ื ื ื ื ืก ื ื ื ื
a n t i g u a ื ื ื ื ื ื ื
a p h r o d i t e ื ืค ืจ ื ื ื ื ื ื
a p i c h e t ื ืค ื ืฆ ' ื
a p o s t o l ื ืค ื ืก ื ื ื
a p u l i a ื ืค ื ื ื ื
a r a n h a ื ืจ ื ื ื
a r i e f ืข ืจ ื ืฃ
a r l e n ื ืจ ื ื ื
a r t u r ื ืจ ื ื ืจ
a s a f ืข ืก ื ืฃ
a s a t i a n i ื ืก ื ื ื ื ื ื
a s h k e l o n ื ืฉ ืง ื ื ื
a s h r a f ื ืฉ ืจ ืฃ
a t e f ืข ื ื ืฃ
a t h o s ื ืช ื ืก
a u g u s t a ื ื ื ื ืก ื ื
a u s t r a l o p i t h e c u s ื ื ืก ื ืจ ื ื ื ืค ื ืช ืง ืก
a x u m ื ืง ืก ื ื
a y a n ืข ื ื ื
a y o u n ืข ื ื ื
a z o u z ืข ื ื ื
b a b a c a r ื ื ื ื ืง ืจ
b a b a n g i d a ื ื ื ื ื ื ื ื
b a c h e l e t ื ื ืฉ ื ื ื
b a d a r ื ื ืจ
b a h r a m ื ื ืจ ื ื
b a i ื ื ื
b a k a l a ื ื ืง ื ื ื
b a k s h i ื ื ืง ืฉ ื
b a m l e t t ื ื ื ื ื
b a m m e r ื ื ื ืจ
b a n j o ื ื ื ื ' ื
b a r a j a ื ื ืจ ื ื ื
b a r a m i d z e ื ื ืจ ื ื ื ื ื ื
b a r b a r o s s a ื ื ืจ ื ื ืจ ื ืก ื
b a r b e r a ื ื ืจ ื ื ืจ ื
b a r b r a ื ื ืจ ื ืจ ื
b a r c e l a t a ื ื ืจ ืก ื ื ื ื ื
b a r i s o n ื ื ืจ ื ืก ื ื
b a r m o s ื ื ืจ ื ื ืก
b a s i n a s ื ื ืก ื ื ื ืก
b a s s i l a ื ื ืก ื ื ื
b a t u ื ื ื ื
b a y d a ื ื ื ื ื
b e b e t o ื ื ื ื ื ื
b e e n h a k k e r ื ื ื ื ื ืง ืจ
b e i l i n ื ื ื ื ื
b e i t e i n u ื ื ืช ื ื
b e l h a d j ื ื ื ื ื '
b e l l a ื ื ื ื
b e l l a m y ื ื ื ื ื ื
b e l l u g i ื ื ื ื ื
b e l q a s ื ื ืง ื ืก
b e n i t e z ื ื ื ื ื ื ื
b e n n ื ื
b e n n e t t ื ื ื
b e r i s h a ื ื ืจ ื ืฉ ื
b e r l ื ื ืจ ื
b e r n a r d o ื ืจ ื ื ืจ ื ื
b e r t o l i ื ื ืจ ื ื ื ื
b e r t o l t ื ืจ ื ื ื ื
b e s h e e r ื ืฉ ื ืจ
b e t t a ื ื ื ื
b e t t i n i ื ื ื ื ื ื
b i e l l a ื ื ื ื ื
b i g ื ื ื
b i h a r ื ื ื ื ืจ
b i l l y ื ื ื ื
b o b a n ื ื ื ื ื
b o d a r t ื ื ื ื ืจ ื
b o n n ื ื ื
b o r n s t e i n ื ื ืจ ื ืก ื ื ื ื
b o r u s s i a ื ื ืจ ื ืก ื ื
b o s k o ื ื ืก ืง ื
b o s m a n ื ื ืก ื ื ื
b o s s i s ื ื ืก ื ืก
b r a i z a t ื ืจ ื ื ื ื ื
b r a n d t s ื ืจ ื ื ืฅ
b r a u n ื ืจ ื ื ื
b r e s s e ื ืจ ื ืก
b r e t o n ื ืจ ื ื ื ื
b r i g i t t e ื ืจ ื ื ื ื
b r o d i e ื ืจ ื ื ื
b r u ื ืจ ื
b s h a r r i ื ืฉ ื ืจ ื
b u b e r ื ื ื ืจ
b u b k a ื ื ื ืง ื
b u c h a r e s t ื ื ื ื ืจ ืก ื
b u c h h o l z ื ื ื ื ื ื ืฅ
b u h a r i ื ื ื ื ืจ ื
b u k h a r i n ื ื ื ื ืจ ื ื
b u n c h e ื ื ื ืฉ
b u r e t s u ื ื ืจ ื ื ืก ื
b u r g m e i e r ื ืจ ื ื ื ื ืจ
b u r n l e y ื ื ืจ ื ื ื
b u t e l l e ื ื ื ื ื ื
b u t l e r ื ื ื ื ืจ
b u y ื ื ื
c a b o t ืง ื ื ื ื
c a b r e r a ืง ื ื ืจ ื ืจ ื
c a m i l o ืง ื ื ื ื ื
c a n d i d e ืง ื ื ื ื ื
c a n i g g i a ืง ื ื ื ื ื ื
c a n n o n ืง ื ื ื ื
c a n t o n a ืง ื ื ื ื ื ื
c a p a ืง ื ืค ื
c a p p a r o n i ืง ื ืค ื ืจ ื ื ื
c a p u a ืง ื ืค ื ื
c a r m a g n o l a ืง ื ืจ ื ื ื ื ื ื
c a r o ืง ื ืจ ื
c a r o l i n e ืง ื ืจ ื ื ื ื ื
c a r t i e r ืง ื ืจ ื ื ื ื
c a s e l l i ืง ื ืก ื ื ื
c a s t i l l a ืง ื ืก ื ื ื ื
c a t h c a r t ืง ื ืช ืง ื ืจ ื
c a v e l l ืง ื ื ื ื
c a v e n a g h i ืง ื ื ื ื ื ื ื
c e l e s t i n e ืก ื ื ืก ื ื ื
c h a i m a n ืฆ ' ื ื ื ื ื
c h a l m e ืฆ ' ื ื ื ื
c h a n d r i k a ืฆ ' ื ื ื ืจ ื ืง ื
c h a o ืฆ ' ื ื
c h a p p u z e a u ืฉ ื ืค ื ื ื ื
c h a r l t o n ืฆ ' ื ืจ ื ื ื ื
c h a s s e r i a u ืง ื ืก ื ืจ ื ื
c h a v e z ืฆ ' ื ื ื ื
c h e y r o u ืฆ ' ื ื ืจ ื
c h i a c c h i o ืฆ ' ื ื ืง ื ื
c h i r a c ืฉ ื ืจ ื ืง
c h o u t o s ืฆ ' ื ื ื ืก
c h r i s t i a n ืง ืจ ื ืก ื ื ื ื
c i n d y ืก ื ื ื ื
c i s s e ืก ื ืก ื
c l a i r ืง ื ื ื ืจ
c l a r k ืง ื ื ืจ ืง
c l i j s t e r s ืง ื ื ื ืก ื ืจ ื
c o d r e a ืง ื ื ืจ ื ื
c o l a k ืง ื ื ื ืง
c o l e m a n ืง ื ื ื ื ื
c o n f u c i u s ืง ื ื ืค ื ื ืฉ ื ืก
c o n n i e ืง ื ื ื
c o n t a d o r ืง ื ื ื ื ื ื ืจ
c o n t r a ืง ื ื ื ืจ ื
c o p e r n i c u s ืง ื ืค ืจ ื ื ืง ื ืก
c o r i ืง ื ืจ ื
c o r n e l i u s ืง ื ืจ ื ื ื ื ื ืก
c o v e n t r y ืง ื ื ื ื ืจ ื
c o x ืง ื ืง ืก
c r i c k ืง ืจ ื ืง
c r i s ืง ืจ ื ืก
c r u y f f ืง ืจ ื ื ืฃ
c r y p t o z o o l o g y ืง ืจ ื ืค ื ื ื ื ื ื ื ื ื ' ื
c v e t k o v i c ืก ื ื ื ืง ื ื ื ื ืฉ
d a a r ื ื ืจ
d a c o u r t ื ื ืง ื ืจ ื
d a e w o o ื ื ื ื ื
d a f o e ื ื ืค ื
d a m a r c u s ื ื ื ื ืจ ืง ื ืก
d a n i ื ื ื ื
d a r d e n n e ื ื ืจ ื ื ื
d a r w i s h ื ืจ ื ื ืฉ
d a t i ื ื ื ื
d a u d ื ื ื ื
d a w s o n ื ื ืก ื
d a y ื ื ื
d e b b a s ื ื ื ืก
d e g a n i a ื ื ื ื ื
d e l l a ื ื ื ื
d e p l a c e ื ื ืค ื ื ืก
d e r ื ืจ
d e r b y ื ืจ ื ื
d e r e k ื ืจ ืง
d e v e n d r a ื ื ื ื ื ื ืจ ื
d h o r a s o o ื ื ืจ ื ืก ื
d i a o ื ื ื ื
d i c a ื ื ืง ื
d i e n ื ื ื
d i l i ื ื ื ื
d i m i t r i s ื ื ื ื ื ืจ ื ืก
d i n a ื ื ื ื
d i n i y a r ื ื ื ื ื ื ืจ
d i o m a n s y ื ื ื ื ื ื ืก ื
d i o n y s u s ื ื ื ื ื ืก ื ืก
d i o r ื ื ื ืจ
d i r a n i ื ื ืจ ื ื ื
d i r e ื ื ื ืจ
d m i t r i y ื ื ื ื ืจ ื
d o e s b u r g ื ื ืก ื ื ืจ ื
d o l m a n s ื ื ื ื ื ื ื
d o n a l d ื ื ื ื ื ื
d o n i t z ื ื ื ื ืฅ
d o r f n e r ื ื ืจ ืค ื ืจ
d o r i n ื ื ืจ ื ื
d u n k i r k ื ื ื ืง ื ืจ ืง
d u r a n t ื ื ืจ ื ื ื
d w i g h t ื ื ื ื ื
d w o m o h ื ื ื ื ื ื
e b a d i ืข ื ื ื ื
e c u a d o r ื ืง ื ื ื ื ืจ
e d d i e ื ื ื
e d e n ืข ื ื
e i f f e l ื ื ืค ื
e l l e n ื ื ื
e l m ื ื ื ื
e l m o r e ื ื ื ื ืจ
e p s t e i n ื ืค ืก ื ื ื
e r a t o ื ืจ ื ื ื
e r e z ื ืจ ื
e r n e s t ื ืจ ื ืก ื
e r n i e ื ืจ ื ื
e s p o o ื ืก ืค ื
e t n a ื ื ื ื
e v o ื ื ื ื
f a c u n d o ืค ื ืง ื ื ื ื
f a h r u d i n ืค ื ื ืจ ื ื ื
f a i t h ืค ื ื ืช
f a l c a o ืค ื ื ืง ื ื
f a n n y ืค ื ื ื
f a n t e n i ืค ื ื ื ื ื ื
f a r h i ืค ืจ ื ื
f a r r e l l ืค ื ืจ ื ื
f a t t o n ืค ื ื ื ื
f e h n ืค ื ื ื
f e l i c i a n o ืค ื ื ื ืก ื ื ื ื
f e r e n c ืค ื ืจ ื ื ืง
f e r n a n d e z ืค ืจ ื ื ื ื ื ื
f e r r u c c i o ืค ื ืจ ื ืฆ ' ื ื
f e y e n o o r d ืค ื ื ื ื ืจ ื
f i c h m a n ืค ื ืฉ ื ื ื
f i f i ืค ื ืค ื
f i g a r o ืค ื ื ื ืจ ื
f i n k i e l k r a u t ืค ื ื ืง ื ื ืง ืจ ื ื
f i o r i ืค ื ื ืจ ื
f i s c h l e r ืค ื ืฉ ื ืจ
f l e i h a n ืค ื ื ื ื ื
f l o r e n t i n ืค ื ื ืจ ื ื ื ื
f l o r i a n ืค ื ื ืจ ื ื ื
f l o r i a n o ืค ื ื ืจ ื ื ื ื
f l o r i n ืค ื ื ืจ ื ื
f o n s e c a ืค ื ื ืก ื ืง ื
f o o t e ืค ื ื
f o r d ืค ื ืจ ื
f o r t a l e z a ืค ื ืจ ื ื ื ื ื ื
f o r t u n e ืค ื ืจ ื ืฉ ื
f o r t u n y ืค ื ืจ ื ื ื ื
f r a d i q u e ืค ืจ ื ื ื ืง
f r a n ืค ืจ ื ื
f r a n c e s c o l i ืค ืจ ื ื ืก ื ืก ืง ื ื ื
f r e d d i e ืค ืจ ื ื ื
f r e d e r i c k ืค ืจ ื ื ื ืจ ื ืง
f r i d t j o f ืค ืจ ื ื ื ' ื ืฃ
f r i s c h ืค ืจ ื ืฉ
g a l e a z z o ื ื ื ื ื ืฆ ื
g a l i l e o ื ื ื ื ื ื ื
g a l l a r d o ื ื ื ื ืจ ื ื
g a l l o i s ื ื ื ื ื
g a r a y ื ื ืจ ื ื
g a r b u t t ื ื ืจ ื ื ื
g a r g u l a ื ื ืจ ื ื ื ื
g a r i c s ื ื ืจ ื ืง ืก
g a r z o n ื ื ืจ ื ื ื
g e d i m i n a s ื ื ื ื ื ื ื ื ืก
g e n n a r o ื ื ื ืจ ื
g e o l o g y ื ื ' ื ื ื ื ' ื
g e o r g i o s ื ื ื ืจ ื ื ื ืก
g e r r y ื ื ืจ ื
g e t u l i o ื ื ื ื ื ื ื
g h e o r g h e ื ื ื ืจ ื ื
g h i g g i a ื ื ื ื ื
g i r e s s e ื ื ืจ ื ืก ื
g l e n ื ื ื
g o b b i ื ื ื ื
g o g o l ื ื ื ื ื
g o k h a n ื ื ื ื ื
g o l b o u r n e ื ื ื ื ื ืจ ื
g o l d s t e i n ื ื ื ื ืก ื ื ื
g o m a ื ื ื ืข
g o n z a l o ื ื ื ื ื ื ื
g o r n i a k ื ื ืจ ื ื ื ืง
g o t t h e l f ื ื ื ื ื ื ืฃ
g r a s s ื ืจ ื ืก
g r e c o ื ืจ ื ืง ื
g r e e n g r a s s ื ืจ ื ื ื ืจ ื ืก
g r e e n s p a n ื ืจ ื ื ืก ืค ื ื
g r i c h t i n g ื ืจ ื ืง ื ื ื ื
g r i m s s o n ื ืจ ื ื ืก ื ื
g r i n t ื ืจ ื ื ื
g r i s h a m ื ืจ ื ืฉ ื ื
g r o s s m a n ื ืจ ื ืก ื ื ื
g r y z l o v ื ืจ ื ื ื ื ื
g u a d i a n a ื ื ื ื ื ื ื ื
g u e b u z a ื ื ื ื ื ื ื
g u i d o ื ื ื ื ื
g u i n n e s s ื ื ื ื ืก
g u n t e r ื ื ื ื ืจ
g u s t a v o ื ื ืก ื ื ื ื
h a b e r ื ื ื ืจ
h a d a r ื ื ืจ
h a d j i ื ื ื ' ื
h a g a i ื ื ื
h a i m ื ื ื ื
h a i t i ื ื ื ื ื
h a m d i ื ื ื ื
h a m r o u c h e ื ื ืจ ื ืฉ
h a n o u n e ื ื ื ื
h a n s s e n ื ื ื ืก ื
h a r a d a ื ื ืจ ื ื ื
h a r p o ื ื ืจ ืค ื
h a r r y ื ื ืจ ื
h a s h o m r o n ื ืฉ ื ื ืจ ื ื
h a s s e ื ื ืก
h a t t h a p o r n ื ื ื ื ืค ื ืจ ื
h a t z o r ื ืฆ ื ืจ
h a u e r ื ื ื ื ืจ
h e a v i s i d e ื ื ื ื ืก ื ื ื
h e g e l ื ื ื ื
h e l e n a ื ื ื ื
h e l g a ื ื ื ื ื
h e l l m u t ื ื ื ื ื ื
h e n d e l ื ื ื ื
h e s s e l i n k ื ื ืก ื ื ื ื ืง
h e y l i g e n ื ื ื ื ื ื ื
h i r a k a w a ื ื ืจ ื ืง ื ื ื
h i r o h i t o ื ื ืจ ื ื ื ื ื
h o b a r t ื ื ื ื ืจ ื
h o d d l e ื ื ื ื
h o g a n ื ื ื ื ื
h o l l e i n ื ื ื ื ื ื
h o l t ื ื ื ื
h o r n a ื ื ืจ ื ื
h o s h y a r ื ื ืฉ ื ื ืจ
h u a y n a ื ื ื ื ื ื
h u c h e l ื ื ื ื
h u s s a m ื ื ืก ื ื
h u s s e i n i ื ื ืก ื ื ื ื
i f e a n y i ื ื ืค ื ื ื ื
i l a n ื ื ื ื
i l y a ื ื ื ื ื
i m l a y ื ื ื ื ื ื
i m p e r i a ื ื ืค ื ืจ ื ื
i n d u r a i n ื ื ื ื ื ืจ ื ื ื
i n g m a r ื ื ื ื ื ื ืจ
i n o n u ื ื ื ื ื ื
i r a ื ื ืจ ื
i r a d ื ื ืจ ื ื
i r a n ื ื ืจ ื ื
i r w i n ื ื ืจ ื ื ื
i s l a m ื ื ืก ื ื ื
i s s e r ื ื ืก ืจ
i s t v a n ื ื ืก ื ื ื ื
j a b l e h ื ื ื ื
j a c k ื ' ืง
j a c k m a n ื ' ื ืง ื ื ื
j a c k y ื ' ืง ื
j a m a l z a d e h ื ' ื ื ื ื ื ื ื
j a m e s ื ' ื ื ื ื
j a n a ื ื ื ื
j a n o v i c ื ื ื ื ื ื ื ืฉ
j a n s s e n s ื ื ื ืก ื ื ืก
j a s e m ื ' ื ืก ื
j a s h a r i ื ืฉ ื ืจ ื
j a z i r i ื ' ื ื ืจ ื
j e n e i ื ' ื ื ื ื
j e n n i n g s ื ' ื ื ื ื ื
j e r e m y ื ' ืจ ื ื
j e r u s a l e m ื ' ืจ ื ืก ื ื ื
j e s u s ื ื ืก ื ืก
j i m ื ' ื ื
j o c e l y n ื ื ืก ื ื ื
j o h a n n ื ื ื ื ื
j o r i s ื ื ืจ ื ืก
j o r v a n ื ' ื ืจ ื ื ื
j o s e f ื ' ื ืก ืฃ
j o s h ื ' ื ืฉ
j o s i p ื ' ื ืก ื ืค
j u d t ื ' ื ื ื
j u r i c a ื ื ืจ ื ืง ื
k a d e e r ืง ื ื ืจ
k a f k a ืง ื ืค ืง ื
k a h a n e ืง ื ื ื ื ื
k a h n e m a n ืง ื ื ื ื ื ื
k a h r a m a n m a r a s ืง ื ืจ ื ื ื ื ื ืจ ื ืก
k a i s e r s l a u t e r n ืง ื ื ื ืจ ืก ื ื ื ื ืจ ื
k a l l s t r o m ืง ื ื ืก ื ืจ ื ื
k a l t z ืง ื ื ืฅ
k a m i l ืง ื ื ื
k a n d i n s k y ืง ื ื ื ื ื ืก ืง ื
k a n t ืง ื ื ื
k a o r u ืง ื ืจ ื
k a p l y c h n y i ืง ื ืค ื ื ืฆ ' ื ื
k a r e e m ืง ืจ ื ื
k a r l ืง ื ืจ ื
k a s s i r ืง ืก ื ืจ
k a t a ืง ื ืข
k a t a l i n s k i ืง ื ื ื ื ื ื ืก ืง ื
k a t e r i n a ืง ื ื ืจ ื ื ื
k a t h m a n d u ืง ื ืช ื ื ื ื
k a t z e r ืง ื ื ื ืจ
k a v ืง ื ื
k a y s o n e ืง ื ื ืก ื ื
k a z i m i r ืง ื ื ื ื ื ืจ
k a z u k i ืง ื ื ื ืง ื
k e m o k o ืง ื ื ื ืง ื
k e m p e s ืง ื ื ืค ืก
k e n ืง ื
k e n s i n g t o n ืง ื ืก ื ื ื ื ื ื
k h a y a c h i ื ื ื ื ืฉ ื
k h o r e n ื ื ืจ ื ื
k i e n a s t ืง ื ื ื ืก ื
k i e r o n ืง ื ืจ ื ื
k i m b e r l y ืง ื ื ื ืจ ื ื
k i n g s l e y ืง ื ื ื ืก ื ื
k i r i b a t i ืง ื ืจ ื ื ื ื ื
k i r i c h e n k o ืง ื ืจ ื ืฆ ' ื ืง ื
k i r k ืง ื ืจ ืง
k i s e l y o v ืง ื ืก ื ื ื ื ื
k i s n o r b o ืง ื ืก ื ื ืจ ื ื
k i t a n o ืง ื ื ื ื ื
k i w u s ืง ื ื ื ืก
k l a i p e d a ืง ื ื ื ืค ื ื ื
k l e i n e r t ืง ื ื ื ื ื ืจ ื
k o g y o k u ืง ื ื ื ื ืง ื
k o j i ืง ื ื ' ื
k o l o d i n ืง ื ื ื ื ื ื
k o l o m a n ืง ื ื ื ื ื ื
k o r n e l ืง ื ืจ ื ื
k o s h i ืง ื ืฉ ื
k o s u k e ืง ื ืก ื ืง ื
k o v a c e v i c ืง ื ื ื ื ืฉ ื ื ื ื ืฉ
k r a u s s ืง ืจ ื ื ืก
k r e m e r ืง ืจ ื ื ืจ
k r i s t e n s e n ืง ืจ ื ืก ื ื ืก ื
k r y c h o w i a k ืง ืจ ื ืฆ ' ื ื ื ื ืง
k u f u o r ืง ื ืค ื ืจ
k u h n ืง ื ื
k u m i ืง ื ื ื
k u r a k i ืง ื ืจ ื ืง ื
k w a n z a a ืง ื ื ื ื ื
k y r o s ืง ื ืจ ื ืก
k y u m a ืง ื ื ื ื
l a b a k i ื ื ื ื ืง ื
l a m y ื ื ื ื
l a m y a g h r i ื ื ื ื ื ืจ ื
l a n t o s ื ื ื ื ื ืก
l a s k a r i n a ื ื ืก ืง ื ืจ ื ื ื
l a s l a n d e s ื ื ืก ื ื ื ื
l a s s a l l e ื ื ืก ื ื
l a u r e n s ื ื ืจ ื ืก
l a u r s e n ื ื ื ืจ ืก ื
l a v e r ื ื ื ืจ
l a v i l l e ื ื ื ื ื
l a v o n ื ื ื ื ื
l a z a r e ื ื ื ื ืจ
l e a n ื ื ื
l e c h ื ื
l e g r o t t a g l i e ื ื ื ืจ ื ื ื ื ื
l e n n o n ื ื ื ื
l e o n o r ื ื ื ื ื ืจ
l e r m o n t o v ื ืจ ื ื ื ื ื
l e s n i a k ื ืก ื ื ื ืง
l e v c h e n k o ื ื ื ืฆ ' ื ืง ื
l e v i ื ื ื ื ื
l e w i n s k y ื ื ื ื ืก ืง ื
l i b o r ื ื ื ื ืจ
l i l i e n t h a l ื ื ื ื ื ื ื ื
l i l l y ื ื ื ื
l i p p i ื ื ืค ื
l i s t ื ื ืก ื
l i v o r n o ื ื ื ื ืจ ื ื
l o c k h a r t ื ื ืง ื ื ืจ ื
l o f t h o u s e ื ื ืค ื ื ื ื ืก
l o g i e ื ื ื ื
l o i c ื ื ื ืง
l o t a ื ื ื ื
l o u i s e ื ื ื ื ื
l o v e t t ื ื ื ื ื
l u c i a n o ื ื ืก ื ื ื ื
l u g o ื ื ื ื
l u k a ื ื ืง ื
l u k a c s ื ื ืง ื ืฉ
l u l e a ื ื ื ื ื
l u n d i n ื ื ื ื ื ื
l u p e ื ื ืค
l u p e s c u ื ื ืค ื ืก ืง ื
l u p o l i a n s k i ื ื ืค ื ื ื ื ื ืก ืง ื
l u t z ื ื ืฅ
l u y c k x ื ื ืง ืก
l v i v ื ื ื ื
m a a m a r ื ื ืข ื ืจ
m a c i a s ื ื ืก ื ื ืก
m a d r i d ื ื ืจ ื ื
m a d s e n ื ื ื ืก ื
m a h a m a d o u ื ื ื ื ื
m a h m o u d ื ื ื ื ื
m a i d i n ื ื ื ื ื
m a i r e a d ื ื ืจ ื ื
m a k a a y ื ืง ื ื
m a l i c k ื ื ื ื ืง
m a l k i n ื ื ื ืง ื ื
m a l o n e y ื ื ื ื ื ื
m a l t e s e ื ื ื ื ื ื
m a m l u k ื ื ื ื ืง
m a m m e d a l y ื ื ื ื ื ื ื ื
m a m o r u ื ื ื ื ืจ ื
m a n d y ื ื ื ื ื
m a n n i n g ื ื ื ื ื ื
m a r i o n ื ื ืจ ื ื ื
m a r i u s z ื ื ืจ ื ื ืก
m a r k s ื ื ืจ ืง ืก
m a s a c c i o ื ื ืก ื ืฆ ' ื
m a s h a l ื ืฉ ืข ื
m a s s i m o ื ื ืก ื ื ื
m a s s o u d ื ืก ืข ื ื
m a t e ื ื ื ื
m a t u s ื ื ื ื ืก
m a z h a r ื ื ื ืจ
m b e k i ื ื ื ืง ื
m c c o i s t ื ืง ื ื ืก ื
m c c o r m i c k ื ื ืง ื ืจ ื ื ืง
m c h u g h ื ื ืง ื ื ื
m c l a c h l a n ื ืง ื ื ืง ื ื ื
m c n e i l l ื ืง ื ื ื
m e c i a r ื ื ืฆ ' ื ื ืจ
m e e n o ื ื ื ื
m e g a l i t h ื ื ื ื ื ืช
m e g h n i ื ื ื ื
m e h m e d ื ื ื ื
m e i s s e n ื ื ืก ื
m e l c h i o t ื ื ื ืฉ ื ื ื
m e n a s h e ื ื ืฉ ื
m e n c h u ื ื ืฆ ' ื
m e n d e l e e v ื ื ื ื ื ื ื
m e r y l ื ื ืจ ื ื
m e s a ื ืก ื
m e s r o b ื ืก ืจ ื ื
m e u t s t e g e ื ื ื ืก ื ื ื
m e v o ื ื ื ื
m i a m i ื ื ื ื ื ื
m i c h e l ื ื ืฉ ื
m i c r o m e t r e ื ื ืง ืจ ื ื ื ืจ
m i d l e r ื ื ื ื ืจ
m i k a e l ื ื ืง ื ื ื
m i k a r i ื ื ืง ื ืจ ื
m i k i o ื ื ืง ื ื
m i k k o ื ื ืง ื
m i l e ื ื ื
m i l e y ื ื ื ื ื
m i l l a r d ื ื ื ื ืจ ื
m i l l e r ื ื ื ืจ
m i l t o n ื ื ื ื ื ื
m i n a g a w a ื ื ื ื ื ื ื ื
m i n a m o t o ื ื ื ื ื ื ื ื
m i n o r u ื ื ื ื ืจ ื
m i n s k ื ื ื ืก ืง
m i r a n d a ื ื ืจ ื ื ื ื
m i t r o p o u l o s ื ื ื ืจ ื ืค ื ื ื ืก
m i t z p e ื ืฆ ืค ื
m i u r a ื ื ื ืจ ื
m i z r a h i ื ื ืจ ื ื
m n g o m e n i ื ื ื ื ื ื ื ื
m o d e r ื ื ื ืจ
m o d i b o ื ื ื ื ื ื
m o i z a n ื ื ื ื ื ื
m o l b y ื ื ื ื ื
m o l i e r e ื ื ื ื ื ืจ
m o m m u ื ื ื ื
m o n r o e ื ื ื ืจ ื
m o n s e f ื ื ื ืก ืฃ
m o n t e r o ื ื ื ื ื ืจ ื
m o n t e v i d e o ื ื ื ื ื ื ื ื ื ื
m o r a t t i ื ื ืจ ื ื ื
m o r g a n ื ื ืจ ื ื
m o r i t z ื ื ืจ ื ืฅ
m o r t e n ื ื ืจ ื ื
m o r t o n ื ื ืจ ื ื
m o t o r o l a ื ื ื ื ืจ ื ื ื
m o t t a ื ื ื ื
m p u m a l a n g a ื ืค ื ื ื ื ื ื ื ื
m u d a r ื ื ื ื ืจ
m u l l e r y ื ื ื ืจ ื
m u r a n o ื ื ืจ ื ื ื
m u r r a y ื ืจ ื
m u r t a z ื ื ืจ ื ื ื
m u s s o ื ื ืก ื
n a b i h ื ื ื ื
n a e l s o n ื ื ื ื ืก ื ื
n a f a ื ืค ื ืข
n a f t a l i ื ืค ืช ื ื
n a n c y ื ื ื ืก ื
n a n s e n ื ื ื ืก ื
n a n t e s ื ื ื ื ืก
n a o k o ื ื ื ืง ื
n a s h ื ื ืฉ
n a t a s c h a ื ื ื ื ืฉ ื
n a t h a n ื ื ื ืช ื
n d a o ื ื ื ื
n e b r a s k a ื ื ืจ ื ืก ืง ื
n e d v e d ื ื ื ื ื
n e v a d a ื ื ื ื ื ื
n i a n g ื ื ื ื ื
n i c e ื ื ืก
n i c o l a i ื ื ืง ื ื ื ื
n i e l s e n ื ื ื ืก ื
n i k k i ื ื ืง ื
n i k o l o u d i s ื ื ืง ื ื ื ื ื ืก
n i l t o n ื ื ื ื ื ื
n i s h i k a w a ื ื ืฉ ื ืง ื ื ื
n i s r ื ื ืก ืจ
n i t r a ื ื ื ืจ ื
n o b u s u k e ื ื ื ื ืก ื ืง ื
n o e ื ื ื
n o h a i r ื ื ื ื ื ืจ
n o m v e t h e ื ื ื ื ื ื ื
n o r d a h l ื ื ืจ ื ื ื
n o r m a n ื ื ืจ ื ื ื
n o r t h a m ื ื ืจ ืช ื ื
n u d e l m a n ื ื ื ื ื ื ื
n u n a v u t ื ื ื ื ื ื ื
n y e r e r e ื ื ืจ ื ืจ ื
o d e n s e ื ื ื ื ืก ื
o i l ื ื ื ื
o k a f o r ื ื ืง ื ืค ื ืจ
o l i m p i a ื ื ื ื ื ืค ื ื
o r l e a n s ื ื ืจ ื ื ื ื
o z i l ื ื ื ื ื
p a c i f i c o ืค ื ืก ื ืค ื ืง ื
p a i r e t t o ืค ื ื ืจ ื ื ื
p a k r a d o u n i ืค ืง ืจ ื ื ื ื ื
p a l i n ืค ื ื ื ื
p a l l i s t e r ืค ื ื ื ืก ื ืจ
p a l m a ืค ื ื ื ื
p a o l a ืค ื ื ื ื
p a r k s ืค ื ืจ ืง ืก
p a s t r a n a ืค ื ืก ื ืจ ื ื ื
p a u s i n i ืค ื ื ื ื ื ื
p e d r e t t i ืค ื ื ืจ ื ื ื
p e k e r m a n ืค ืง ืจ ื ื ื
p e l e ืค ื ื
p e r e i r a ืค ื ืจ ื ื ืจ ื
p e r o ืค ื ืจ ื
p e t e ืค ื ื
p e t r i ืค ื ื ืจ ื
p e t t i s ืค ื ื ืก
p e y t o n ืค ื ื ื ื ื
p h i l l i m o n ืค ื ื ื ื ื ื
p h i l l i p ืค ื ื ื ืค
p i a n o ืค ื ื ื ื
p i e r r e ืค ื ื ืจ
p i o u s ืค ื ื ื ืก
p i q u i o n n e ืค ื ืง ื ื ื
p i t u r c a ืค ื ื ื ืจ ืง ื
p l a m e n ืค ื ื ื ื ื
p l a u t z ืค ื ื ื ืฅ
p o l a n d ืค ื ื ื ื
p o m p i d o u ืค ื ื ืค ื ื ื
p r i o n ืค ืจ ื ื ื
p r o p a n e ืค ืจ ื ืค ื ื ื
p r o s t ืค ืจ ื ืก ื
p u l c i ืค ื ื ืฉ ื
p u y o l ืค ื ื ื ื
q a t a r ืง ื ืจ
q u a g l i a r e l l a ืง ื ื ื ื ื ืจ ื ื ื
q u a i d ืง ื ื ื ื
q u a s i m o d o ืง ื ื ื ื ื ื ื ื
q u m r a n ืง ื ื ืจ ื ื
r a d u c i o i u ืจ ื ื ื ืก ื ื
r a f f a e l e ืจ ืค ื ื ื
r a h m a n ืจ ื ื ื
r a j a ืจ ื ' ื
r a l p h ืจ ื ื ืฃ
r a m e a u ืจ ื ื ื
r a m i r e z ืจ ื ื ื ืจ ื ื
r a m y ืจ ื ื ื
r a p a i c ืจ ื ืค ื ื ื ื ืฉ
r a s u l ืจ ืก ื ื
r a t e b ืจ ื ื ื
r a t o m i r ืจ ื ื ื ื ื ืจ
r e d a ืจ ื ื
r e g e n s b u r g ืจ ื ื ื ืก ื ืจ ื
r e i n h a r t ืจ ื ื ื ื ื ืจ ื
r e n a ืจ ื ื ื
r e n a u d ืจ ื ื ื
r e y m o n t ืจ ื ื ื ื ื ื
r e y n a u d ืจ ื ื ื
r i b e r y ืจ ื ื ืจ ื
r i c a ืจ ื ืง ื
r i c h e r t ืจ ื ืฆ ' ืจ ื
r i f a a t ืจ ื ืค ืข ื
r i g o b e r t ืจ ื ื ื ื ืจ ื
r i s s e r ืจ ื ืก ืจ
r i s t o ืจ ื ืก ื ื
r i z w a n ืจ ื ื ื ื ื
r o d r i g o ืจ ื ื ืจ ื ื ื
r o g e r ืจ ื ื ' ืจ
r o o s e v e l t ืจ ื ื ื ื ื ื
r o r a i m a ืจ ื ืจ ื ื ื ื
r o s e t t i ืจ ื ื ื ื ื
r o s t o v ืจ ื ืก ื ื ื
r o v a n i e m i ืจ ื ื ื ื ื ื ื ื
r u b i o ืจ ื ื ื ื
r u d d y ืจ ื ื ื
r u i t e r ืจ ื ื ื ืจ
r u s k ืจ ื ืก ืง
r u s u d a n ืจ ื ืก ื ื ื ื
s a a r t j i e ืก ื ืจ ื ื ' ื
s a h a r ืก ื ืจ
s a h e l ืก ื ื ื
s a h n o u n ืก ื ื ื ื
s a i d ืก ืข ื ื
s a i n t ืก ื ื ื ื
s a l a m a ืก ื ื ื ื
s a l a m e h ืก ื ื ื ื
s a m i ืก ื ื ื
s a n c h e z ืก ื ื ืฉ ื ื
s a n t i ืก ื ื ื ื
s a p u n a r u ืก ื ืค ื ื ื ืจ ื
s a q r ืก ื ืง ืจ
s a r i n a n a ืก ื ืจ ื ื ื ื ื
s a r k ืก ื ืจ ืง
s a s s i ืก ื ืก ื
s a s s o o n ืก ื ืก ื ื
s a w a ืก ื ื ื ื
s a w a s h i r o ืก ื ื ื ืฉ ื ืจ ื
s a w i r i s ืก ื ื ื ืจ ื ืก
s c a l o n i ืก ืง ื ื ื ื ื
s c h a a f ืฉ ื ืฃ
s c h a m i ืฉ ื ื ื
s c h e r z i n g e r ืฉ ื ืจ ื ื ื ื ืจ
s c h i n d l e r ืฉ ื ื ื ื ืจ
s c h o l e s ืก ืง ื ื ื
s c h w i m m e r ืฉ ื ื ื ืจ
s c o t l a n d ืก ืง ื ื ื ื ื ื
s e a m a n ืก ื ื ื ื
s e b a s t i a o ืก ื ื ืก ื ื ื ื
s e f e r i s ืก ืค ืจ ื ืก
s e j d i u ืก ื ื ื ื
s e k i ืก ืง ื
s e n t u r k ืก ื ื ื ืจ ืง
s e r g i n h o ืก ื ืจ ื ื ื ื ื
s e r i ืก ืจ ื
s e r r a ืก ื ืจ ื
s e t s u b u n ืก ื ื ืก ื ื ื ื
s h a g a r i ืฉ ื ื ื ืจ ื
s h a w k a t ืฉ ื ื ืง ื ื
s h a w k i ืฉ ื ื ืง ื
s h a y ืฉ ื
s h e f e r ืฉ ืค ืจ
s h e h u ืฉ ื ื
s h e h z a d ืฉ ื ื ื ื
s h e r i d a n ืฉ ื ืจ ื ื ื ื
s h i n i n g a y a m w e ืฉ ื ื ื ื ื ื ื ื ื ื ื
s h i n k a n s e n ืฉ ื ื ืง ื ื ืก ื
s h i r a i ืฉ ื ืจ ื ื
s h w i k a r ืฉ ื ื ืง ื ืจ
s i d o n ืก ื ื ื ื
s i m f e r o p o l ืก ื ื ืค ื ืจ ื ืค ื ื
s i m u n i c ืก ื ื ื ื ื ื ืฉ
s i p o s ืก ื ืค ื ืก
s i t t i n g ืก ื ื ื ื ื
s k a h ืก ืง ื ื
s l a v k o v ืก ื ื ื ืง ื ื
s l a v o n i a ืก ื ื ื ื ื ื ื
s l o b o d a n ืก ื ื ื ื ื ื ื
s m e t a n a ืก ื ื ื ื ื
s m i t h i e s ืก ื ื ืช ื ื
s n e i j d e r ืฉ ื ื ื ื ืจ
s o d i u m ืก ื ื ื ื ื
s p a c e y ืก ืค ื ื ืก ื
s p e n ืก ืค ื ื
s p i n o z a ืก ืค ื ื ื ื ื
s q u i l l a c i ืก ืง ื ื ื ื ืฆ ' ื
s t a d e ืก ื ื ื
s t a m i l e ืก ื ื ื ื ื ื
s t a r i ืก ื ื ืจ ื
s t e e l ืก ื ื ื
s t e f a n s o n ืก ื ืค ื ื ืก ื ื
s t e f f e n ืก ื ื ืค ื
s t e p a n ืก ื ื ืค ื ื
s t e p h e n ืก ื ื ืค ื
s t e p h e n s ืก ื ื ืค ื ืก
s t o j k o v i c ืก ื ื ื ืง ื ื ื ื ืฉ
s t o l t e n b e r g ืก ื ื ื ื ื ื ืจ ื
s t r a d i v a r i u s ืก ื ืจ ื ื ื ื ื ืจ ื ื ืก
s u c h o p a r e k ืก ื ืฆ ' ื ืค ื ืจ ื ืง
s u d a n ืก ื ื ื ื
s u d b u r y ืก ื ื ื ืจ ื
s u g i y a m a ืก ื ื ื ื ื ื ื
s u l a i m a n ืก ื ื ื ื ื ื
s u m a t r a ืก ื ื ื ืจ ื
s u m e r ืก ื ื ืจ
s u r e e ืก ื ืจ ื
s u s s m u t h ืก ื ืก ื ื ืช
s u t t n e r ืก ื ื ื ืจ
s u v o r o v ืก ื ื ื ืจ ื ื
s v e n s s o n ืก ื ื ื ืก ื ื
s w a i l e ืก ื ื ื ื
s y e d ืก ื ื ื
t a f t ื ื ืค ื
t a g o e ื ื ื ื
t a i p e i ื ื ื ืค ื ื
t a j a l l i ื ื ' ื ื
t a k a m o r i ื ื ืง ื ื ื ืจ ื
t a l e b l o o ื ื ื ื ื ื
t a l p i o t ืช ื ืค ื ื ืช
t a m i m ืช ื ื ื
t a s s o t t i ื ื ืก ื ื ื
t a u t ื ื ื ื
t e n o r i o ื ื ื ื ืจ ื ื
t e u g e l s ื ื ื ื ื ืก
t h e o d o r o s ืช ื ื ื ื ืจ ื ืก
t h o r s t ืช ื ืจ ืก ื
t h u r a m ื ื ืจ ื ื
t h w a i t e ืช ื ื ื ื
t i b e t ื ื ื ื
t i e ื ื ื
t i o m k i n ื ื ื ื ืง ื ื
t o c a n t i n s ื ื ืง ื ื ื ื ื ื
t o m a s ื ื ื ื ืก
t o m i s l a v ื ื ื ืก ื ื ื
t o n i ื ื ื ื
t o r i u m i ื ื ืจ ื ื ื ื
t o s h i o ื ื ืฉ ื ื
t o s h i r o ื ื ืฉ ื ืจ ื
t r i m u r t i ื ืจ ื ื ื ืจ ื ื
t r i p o l i ื ืจ ื ืค ื ื ื
t r i s t a n ื ืจ ื ืก ื ื ื
t r n a v a ื ืจ ื ื ื ื
t r u l l i ื ืจ ื ื ื
t r u t h ื ืจ ื ืช
t s c h u m i ืฆ ' ื ื ื
t s u n a y o s h i ื ืก ื ื ื ื ื ืฉ ื
t s y m b a l a r ืฆ ื ื ื ื ื ื ืจ
t u m e l o ื ื ื ื ื ื
t u r n e r ื ื ืจ ื ืจ
t u s c a n y ื ื ืก ืง ื ื ื
u g a n d a ื ื ื ื ื ื ื
u t h m a n ืข ื ืช ื ื ื
v a g n e r ื ื ื ื ืจ
v a h i d ื ื ื ื
v a l e n c i a ื ื ื ื ืก ื ื
v a n c o u v e r ื ื ื ืง ื ื ืจ
v a n d e n d a e l e ื ื ื ื ื ื ื ื ื
v a s a r e l y ื ื ืก ื ืจ ื ื
v a s c o ื ื ืก ืง ื
v a s i l y ื ื ืก ื ื ื
v a v a ื ื ื ื
v e l a z q u e z ื ื ื ื ื ืง ื ื
v e l h a ื ื ื ื
v e r a ื ื ืจ ื
v i a n i ื ื ื ื ื
v i c i n i ื ื ืฆ ' ื ื ื
v i l i a m ื ื ื ื ื ื
v i r g i n i e ื ื ืจ ื ' ื ื ื
v i s w a n a t h a n ื ื ืก ื ื ื ื ืช ื ื
v i t r u v i u s ื ื ื ืจ ื ื ื ื ืก
v l a s t i m i l ื ื ื ืก ื ื ื ื ื
v o g e l ื ื ื ื
v o l k a n ื ื ืง ื ื
v o l v o ื ื ื ื ื
v o r o n i n ื ื ืจ ื ื ื ื
v u k o j e v i c ื ื ืง ื ื ื ื ืฉ
w a d i h ื ื ื ื ื
w a l d h e i m ื ื ื ื ื ื ื ื
w a l l a c e ื ื ื ื ืก
w a n g a r i ื ื ื ื ื ืจ ื
w a n i s ื ื ื ื ืก
w a t a r u ื ื ื ื ืจ ื
w a t t s ื ื ื ืก
w a w r i n k a ื ื ื ืจ ื ื ืง ื
w e h r ื ืจ
w e i ื ื ื
w e i s s ื ื ื ืก
w e l t e r ื ื ื ืจ
w e n d e l l ื ื ื ื ื
w e n g e r ื ื ื ื ืจ
w h e a t e r ื ื ื ื ืจ
w h i t a k e r ื ื ื ื ืง ืจ
w i k i ื ื ืง ื
w i s n i e s k i ื ื ืก ื ื ืก ืง ื
w o j c i k ื ื ื ืฆ ืง
w o n g ื ื ื ื
w o o d c o c k ื ื ื ืง ื ืง
w o o d l e y ื ื ื ื ื
w o u t e r s ื ื ื ืจ ืก
w o z n i a k ื ื ื ื ื ืง
y a f a ื ื ืค ื
y a g u r ื ื ื ื ืจ
y a m a d a y e v ื ื ื ื ื ื ื ื ื
y a n a i ื ื ื ื
y a n n ื ื ื
y a o k u n ื ื ื ืง ื ื
y a q u b ื ืข ืง ื ื
y a s u o ื ื ืก ื
y a t o m ื ืช ื ื
y o l a n d e ื ื ื ื ื ื
y o r i t o m o ื ื ืจ ื ื ื ื ื
y o r k s h i r e ื ื ืจ ืง ืฉ ื ืจ
y o u s s e f ื ื ืก ืฃ
y u k i n o ื ื ืง ื ื ื
z a c h a r y ื ื ืง ื ืจ ื
z a h o r s k i ื ื ื ื ืจ ืก ืง ื
z a k a r i a ื ืง ืจ ื ื
z a l a y e t a ื ื ื ื ื ื ื ื
z a t ื ื ื
z a u r i ื ื ื ืจ ื
z e b e c ื ื ื ื ื ืฉ
z e i n ื ื ื ื
z e l a y a ื ื ื ื ื ื
z e n o ื ื ื ื
z e v i ืฆ ื ื
z e v u l u n ื ื ื ื ื ื
z e w a i l ื ื ื ื ื
z i m m e r m a n ื ื ื ืจ ื ื ื
z i o n ื ื ื ื ื
z o f f ื ื ืฃ
z o h a r ื ื ื ืจ
z u b i z a r r e t a ื ื ื ื ื ื ืจ ื ื ื
z v o n i m i r ื ื ื ื ื ื ื ืจ
z w e i g ืฆ ื ื ื ื
ฤ u r i c ื ื ืจ ื ื ืฉ
ฤพ u b o m i r ื ื ื ื ื ื ืจ
ฤพ u b o s ื ื ื ื ืก
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cc33f671cc87fec1a12d3a2ec959bbaefed414ac | 449d555969bfd7befe906877abab098c6e63a0e8 | /2339/CH7/EX7.5.1/Ex7_5.sce | ff9d8119b034a3b0668d3e15ad06a724bbef4e43 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 294 | sce | Ex7_5.sce | clc
clear
Vc=5*(10^-4);
D=0.15;
L=0.2;
Vs=(22/7)*D*D*L*(1/4);
r=(Vc+Vs)/Vc;
G=1.4;
Ea=[1-(1/(r^(G-1)))];
Eith=0.3;
Erel=Eith/Ea;
printf('Erel= %3.2f Percent',Erel*100);
printf('\n');
Pm=500; //in kPa
n=1000/2;
IP=(Pm*Vs*n)/60;
printf('IP= %3.2f kW',IP);
printf('\n');
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c36897c296fed0095d35f74bf5e6b96feb5fb9f7 | 449d555969bfd7befe906877abab098c6e63a0e8 | /1484/CH6/EX6.17/6_17.sce | d9bf1bd0f6ef06ed6d7c7555cd8200707edc8d49 | [] | no_license | FOSSEE/Scilab-TBC-Uploads | 948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1 | 7bc77cb1ed33745c720952c92b3b2747c5cbf2df | refs/heads/master | 2020-04-09T02:43:26.499000 | 2018-02-03T05:31:52 | 2018-02-03T05:31:52 | 37,975,407 | 3 | 12 | null | null | null | null | UTF-8 | Scilab | false | false | 415 | sce | 6_17.sce | clc
//initialisation of variables
f= 0.008
l= 2000 //ft
p1= 34 //ft
p2= 8 //ft
p3= 4 //ft
g= 32.2 //ft/sec^2
d= 18 //in
P= 140 //ft
l1= 9500 //ft
//CALCULATIONS
v= sqrt((p1-p2-p3)*2*g/((d/12)+(4*f*l/(d/12))))
Q= %pi*(d/12)^2*v/4
v1= sqrt(P*2*g/((d/12)+(4*f*l1/(d/12))))
Q1= %pi*(d/12)^2*v1/4
//RESULTS
printf ('Quantity discharge= %.f cuses',Q)
printf ('\n Quantity discharge= %.2f cuses',Q1)
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2daa1151930502f538f9634627d42e5be0b57db9 | a62e0da056102916ac0fe63d8475e3c4114f86b1 | /set14/s_Linear_Algebra_And_Its_Applications_G._Strang_70.zip/Linear_Algebra_And_Its_Applications_G._Strang_70/CH2/EX2.3.3/2_3_3.sci | d98468fc4cc20be29f3022ccae0367618c1aea1e | [] | no_license | hohiroki/Scilab_TBC | cb11e171e47a6cf15dad6594726c14443b23d512 | 98e421ab71b2e8be0c70d67cca3ecb53eeef1df6 | refs/heads/master | 2021-01-18T02:07:29.200000 | 2016-04-29T07:01:39 | 2016-04-29T07:01:39 | null | 0 | 0 | null | null | null | null | UTF-8 | Scilab | false | false | 193 | sci | 2_3_3.sci | errcatch(-1,"stop");mode(2);;
;
A=[3 4 2;0 1 5;0 0 2];
disp(A,'A=');
disp('The columns of the triangular matrix are linearly independent,it has no zeros on the diagonal');
//end
exit();
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