Clear Filters
Clear Filters

plot two equation by matlab

3 views (last 30 days)
hello everyone i need to plot a non linear equation by matlab who can help me in code please .thank you in advance :) the equation is in function of E and T.
i want to plot tauL=f(T) T is between 0 and 130 K T=[0 130] E become constant = 1.228eV
this a graph of tauL=f(T)
and i want to plot tauL=f(E)
E is between 1.2 and 1.26 eV
and T become constant =10K
and the graph of tauL=f(E) must be like this
tauL =luminescence lifetime
Kb=8.61e-5
gammac=0.22
Ea=1.244e-3 eV
taur=0.342ns
tautr=0.129ns

Accepted Answer

Quinten Rensen
Quinten Rensen on 27 Jul 2018
I think there is something wrong with your units, but try something like this:
clear all, clc
Ec = 1.228e-3;
Tc = 10;
k=8.61e-5;
gamma=0.22;
Ea=1.244e-3;
Tau_r=0.342;
Tau_tr=0.129;
Tau_T = @(T) Tau_r ./ (1+(Tau_r./Tau_tr).*(1-gamma).*exp((Ec-Ea)./(k.*T)));
Tau_L = @(E) Tau_r ./ (1+(Tau_r./Tau_tr).*(1-gamma).*exp((E-Ea)./(k.*Tc)));
figure(1),clf(1)
fplot(Tau_T,[0,130])
xlabel('T(K)')
ylabel('Luminescence lifetime (ns)')
figure(2),clf(2)
fplot(Tau_L,[1.2e-3,1.26e-3])
xlabel('E(eV)')
ylabel('Luminescence lifetime (ns)')
  2 Comments
khouloud abiedh
khouloud abiedh on 27 Jul 2018
thank you very much for your answer. yes i add e-3 to Ea and Ec . Ea=1.244 eV and Ec=1.228eV.
khouloud abiedh
khouloud abiedh on 30 Jul 2018
hello i delete e-3 from Ec ,Ea and from the interval below but the figure which i find it is not similar to the real graphs
Ec = 1.228; Tc = 10; k=8.61e-5; gamma=0.220; Ea=1.244; Tau_r=0.342; Tau_tr=0.129; Tau_T = @(T) Tau_r ./ (1+(Tau_r./Tau_tr).*(1-gamma).*exp((Ec-Ea)./(k.*T))); Tau_L = @(E) Tau_r ./ (1+(Tau_r./Tau_tr).*(1-gamma).*exp((E-Ea)./(k.*Tc))); figure(1),clf(1) fplot(Tau_T,[0,130]) xlabel('T(K)') ylabel('Luminescence lifetime (ns)') figure(2),clf(2) fplot(Tau_L,[1.2,1.26]) xlabel('E(eV)') ylabel('Luminescence lifetime (ns)')

Sign in to comment.

More Answers (0)

Categories

Find more on MATLAB in Help Center and File Exchange

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!