### actual progress in our numerical computations and new insights

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 ... ... @@ -148,7 +148,7 @@ class binary: phi_S_det : The azimuth angle phi_S of the source in the detector frame ''' arctan_term = np.arctan2((np.sqrt(3)*np.cos(self.theta_S_Ec)+np.sin(self.theta_S_Ec)*np.cos(omega_E*t-self.phi_S_Ec)),(2*np.sin(self.theta_S_Ec)*np.sin(omega_E*t-self.phi_S_Ec))) return (omega_E*t - arctan_term) % (2*pi) return (omega_E*t + arctan_term) % (2*pi) def psi_S(self,t=0): ''' ... ... @@ -235,10 +235,9 @@ class binary: raise ValueError def h_ixh_j(self,i,j,diff=1e-6): funcA = self.h_i(i,diff) funcB = self.h_i(j,diff) return integrate.quad(lambda t: funcA(t)*funcB(t),0,self.T_obs,limit=int(self.T_obs*self.f_GW*20),epsabs=1.49e-16) return integrate.quad(lambda t: funcA(t)*1e20*funcB(t)*1e20,0,self.T_obs,limit=int(self.T_obs*self.f_GW*20),epsrel=1.49e-2,epsabs=1.49e-2)*1e-40 def h_i(self,i,diff=1e-6): B = None ... ... @@ -276,7 +275,7 @@ class binary: mat[i][j] += self.h_ixh_j(i, j,diff) if j != i: mat[j][i] = mat[i][j] self.Fisher = mat #2*mat/S_n self.Fisher = 2*mat/self.S_n() #2*mat/S_n return self.Fisher def rel_uncertainty(self,mode=1,diff=1e-6): ... ...
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