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Jul 18th, 2018
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  1. b = 1;
  2. mm = 10;
  3. lambdaB = 1/(π*500^2);
  4. lambdaD = 10/(π*500^2);
  5. alpha = 4;
  6. Noise = 3.9811*10^(-15);
  7. T = 0.001;
  8. Pc2 = 1180591620717411303424/4722366482869645;
  9. Pd2 = 60095708769426201171875/
  10. 4611686018427387904 - (252401976831590044921875*Exp[(-16/5)/4611686018427387904]);
  11. f = (1 + 1/((u^(-4)*mm*(1 + b) + 1 I)*(u^(-4)*mm*(1 - b) + 1 I))^(1/2))*u;
  12. Pcn1 = (4722366482869645^(1/2)*π^(1/2))/34359738368;
  13. R = (17179869184*4722366482869645^(1/2)*π^(1/2))/4722366482869645;
  14. ICC[t_] := Exp (-2*π*lambdaB*(mm*t)^(2/alpha)*Pc2*
  15. NIntegrate[f, {u, Pcn1*R/((t*mm)^(1/alpha)), ∞}])
  16. IDC[t_] := Exp (-2*π*lambdaD*(mm*t)^(2/alpha)*Pd2*NIntegrate[f, {u, 0, ∞}])
  17. TT[t_] := Im[Exp (1 I*t*Noise)/((-1 I*t/T*mm*(1 + b) + 1)*(-1 I*t/T*mm*(1 - b) + 1))^(1/2)*ICC[t]*IDC[t]]/t;
  18. coverageCEUE = 1/2 - 1/π*NIntegrate[TT[t], {t, 0, ∞}] // N
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