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Information and resources for solving problem 4-37 in electrical engineering. It includes the problem statement, required methods, and instructions for using matlab to find the solution. The problem involves analyzing a resistor network using kirchhoff's voltage law (kvl), ohm's law (v = ir), and kirchhoff's current law (kcl). The document also includes matlab code for calculating the currents and plotting the results.
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Review
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Resitor Current(mA)
Supply-2 Potential (V)
Resistor Network currents
i i i i i
Prob4_31_KVL_KCL_Plot.m
P4-37 Electrical Engineering
(KVL)
(KCL)
1 2 4
5 5 3 3 2
4 4 2 2 5 5
1 1 1 4 4
0
0
0
i i i
i i i
R i R i v
R i R i R i
v R i R i
= +
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− + + =
− + + =
− + + =
P4-37 Applied Math
Matrix form:
= −
−
−
−
−
0
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0 1 1 0 1
1 1 0 1 0
0 0 0
0 0
0 0 0
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1 4
v
v
i
i
i
i
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R R
R R R
R R
A C^ =^ V
Green Zone
Prob4_31_KVL_KCL_Calc.m
4-37(b) v min
(R3), v max
(R3)
Use solution to part (a) as basis
150 k 250 k
All Done for Today
This Space
For
Rent
APNext™ 2X-Inj Dep & Etch Profiles
-250 -200 -150 -100 -50 0 50 100 150 200 250 Distance from Wafer CenterLIne (mm)
Dep or Etch Depth on Wafer or Seal Plt (a. u.) Etch Dep
file = 2Xvs3X.xls
Static Print Assumptions
~18 mm
Bruce Mayer, PE
Licensed Electrical & Mechanical Engineer
( ) 2 7 9 6
3 2 f x = x − x + x −
% Bruce Mayer, PE * 08Jul % ENGR25 * Problem 4- % file = Prob4_31_KCL_KVL.m % % INPUT SECTION %R1 = 5; R2= 100; R3 = 200; R4 = 150; % SingleOhm case R5 = 250e3; R1 = 5e3; R2= 100e3; R3 = 200e3; R4 = 150e3; % kOhm case % Coeff Matrix A v1 = 100; % in Volts A = [R1 0 0 R4 0; 0 R2 0 -R4 R5; 0 0 R3 0 - R5;... -1 1 0 1 0; 0 -1 1 0 1]; % % LOW Loop % Initialize Vars v2 = 40; C = [0;0;0;0;0]; % use element-by-element logic test on while % Must account for NEGATIVE Currents
while abs(C) < 0.001[1;1;1;1;1] % Constraint Col Vector V V = [v1; 0; -v2; 0; 0]; % find solution vector for currents, C C = A\V; % Collect last conforming Value-set v2_lo = v2; i1_lo = C(1); i2_lo = C(2); i3_lo = C(3); i4_lo = C(4); i5_lo = C(5); %increment v2 by 10 mV DOWN v2 = v2 - 0.01; end %display "lo" vars v2_lo display('currents in mA') i1_low = 1000i1_lo i2_low = 1000i2_lo i3_low = 1000i3_lo i4_low = 1000i4_lo i5_low = 1000i5_lo %
% HIGH Loop % Initialize Vars v2 = 300; C = [0;0;0;0;0]; % use element-by-element logic test on while % Must account for NEGATIVE Currents while abs(C) < 0.001*[1;1;1;1;1] %Constraint Vector V V = [v1; 0; -v2; 0; 0]; % find soltion vector for currents, C C = A\V; % Collect last conforming set v2_hi = v2; i1_hi = C(1); i2_hi = C(2); i3_hi = C(3); i4_hi = C(4); i5_hi = C(5); %increment v2 by 10 mV UP v2 = v2 + 0.01; end
%display "hi" vars v2_hi display('currents in mA') i1_high = 1000i1_hi i2_high = 1000i2_hi i3_high = 1000i3_hi i4_high = 1000i4_hi i5_high = 1000*i5_hi