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- clc;
- x = linspace(-5,-1,100);
- rho = 1e9;
- T = 1e8;
- k = 1.38e-23;
- h = 6.626e-34;
- c = 3e8;
- a=(-(1./1.32e56));
- b=(2*T.^5)*(k.^6);
- d=(h.^5)*(c.^2);
- p=(rho.^2)*(x.^7);
- q=d*p;
- z=exp(-2*x);
- r=z.*q;
- func = a*b./r;
- plot(x,func)
- hold on;
- grid on;
- xlabel("x = $-\frac{h \nu}{\kappa T}$","interpreter", "latex")
- ylabel('$\frac{\partial B_{\nu}}{\partial T} (\rho \kappa_{\nu})$',"interpreter", "latex")
- title('Problem 5,Part c')
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