Problems with graph in MATLAB

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YURIM LEE
YURIM LEE el 2 de Feb. de 2021
Respondida: Walter Roberson el 3 de Feb. de 2021
Hi. I have a problem with graph. I'm asking you a question because it's difficult to figure out what the problem is by myself.
I can't plot. What's the problem?
  4 comentarios
YURIM LEE
YURIM LEE el 3 de Feb. de 2021
%% Parameters
DELTA = 4.5; % Transition width parameter
E0 = 5.27e-7; % Bulit-in electric field
Eg = 0.354; % Semiconductor band gap
% Saturation voltage parameter
LAMBDA = 0.18;
GAMMA = 0.6;
MR = 0.012; % Reduced effective mass
N1 = 1.8; % Sub-threshold ideality factor
N2 = 1.1; % Tunnel junction ideality factor
R0 = 0.45; % Tunneling window parameter
R1 = 0.001; % Electric field parameter
R2 = 1.3; % Electric field parameter
TCH = 4.5E-9; % Channel thickness
VTH = 0.17; % Threshold voltage
h = 6.626E-23; % Planks constant
q = 1.602E-19; % Elementary charge
T = 300; % Temperature
L = 20e-9; % Channel length
W = 1e-6; % Channel width
Vdsmin = 1e-15;
Kb = 1.381e-23;
Vds = 0.4;
Vmin = 0.0001;
Vt = Kb*300/q;
U0 = N1*Vt;
Vgs = -5:0.01:5;
%constant
a = W*TCH*q^3/(8*(pi*h)^2)*sqrt(2*MR/Eg);
b = 4*sqrt(2*MR)/(3*q*h)*Eg^(3/2);
Vdse = Vdsmin*(Vds/(2*Vdsmin) + sqrt(DELTA^2 + (Vds/(2*Vdsmin)-1)^2)); %Drain to source voltage
Vthds = LAMBDA*tanh(Vgs); %Drain threshold voltage
Vgoe = Vmin*(1+Vgs/(2*Vmin)+sqrt(DELTA^2 + (Vgs/(2*Vmin) -1).^2)); %Gate biased voltage
Vgt = Vgs-VTH; %Gate terminal potential
Vgoen = Vgoe/VTH;
U = R0*U0 + (1-R0)*U0*Vgoen; %Urbach factor
f = (1-exp(-Vdse/GAMMA))./(1+exp((Vthds-Vdse)/GAMMA)); %Superliner current onset factor
E = E0*(1+R1*Vds + R2*Vgoe); %Electric field
Vtw = log(1+exp(Vgt/U)); %Tunneling potential
Id = a.*f.*E.*Vtw.*exp(-b./E); %Drain current
plot(Vgs,Id);
YURIM LEE
YURIM LEE el 3 de Feb. de 2021
Thank you for your anwser. Here's the code. Can you tell me what the problem is?

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Respuestas (1)

Walter Roberson
Walter Roberson el 3 de Feb. de 2021
h = 6.626E-23; % Planks constant
q = 1.602E-19; % Elementary charge
b = 4*sqrt(2*MR)/(3*q*h)*Eg^(3/2);
With h being on the order of 1E-23 and q being on the order of 1e-19 then q*h is going to be on the order of 1e-39. You divide by (q*h) so your b is going to be on the order of 1e+39 -ish .
Id = a.*f.*E.*Vtw.*exp(-b./E); %Drain current
-b./E comes out on the order of -1e+45 . exp() of that is going to underflow to 0, even if you were to use software floating point -- you are dealing with values on the magnitude of

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