📄 mie_rain1r.m
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function result = Mie_rain1r(fGHz, TK, nsteps, dD)
% Comparison of Efficiencies of rain extinction, scattering, absorption
% backscattering and asymmetric scattering,
% between Mie and Rayleigh Theory
% Input: fGHz frequency in GHz, TK temperature in K, nsteps number
% of diameters (D in mm), dD increament of diameter in mm
% C. M鋞zler, June 2002
m=sqrt(epswater(fGHz, TK))
nx=(1:nsteps)';
D=(nx-1)*dD;
c0=299.793;
x=pi*D*fGHz/c0;
for j = 1:nsteps
a(j,:)=Mie(m,x(j));
ar(j,:)=Mie_1(m,x(j));
end;
% plotting the results
loglog(D,a(:,2),'b -',D,ar(:,2),'b.',D,a(:,3),'r -',D,ar(:,3),'r.',D,a(:,4),'c -',D,ar(:,4),'c.')
legend('QscaM','QscaR','QabsM','QabsR','QbM','QbR')
title(sprintf('Mie and Rayleigh Efficiencies of raindrops f=%gGHz, T=%gK',fGHz,TK))
xlabel('D (mm)')
ylabel('Mie Eficiency')
result=[a ar];
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