Scintillation Simulation

Brian Breitsch

2018 June 22

Weekly Seminar:

Phase screen bifurcations?

P_{\Delta \phi}(\mu) = { \Phi_{\Delta \phi} \left(q_y \rho_f\right) \over \rho_f }

P_{\Delta \phi}(\mu) = { \Phi_{\Delta \phi} \left(q_y \rho_f\right) \over \rho_f }

U = C_{pp} \begin{cases} 1 & \mu_0 \ge 1 \\ \mu_0^{p_2 - p_1} & \mu_0 < 1 \end{cases}

U = C_{pp} \begin{cases} 1 & \mu_0 \ge 1 \\ \mu_0^{p_2 - p_1} & \mu_0 < 1 \end{cases}

P_{\Delta \phi}(\mu) = C_{pp} \begin{cases} \mu^{-p_1} & \mu \ge \mu_0 \\ \mu_0^{p_2 - p_1}\mu^{-p_2} & \mu < \mu_0 \end{cases}

P_{\Delta \phi}(\mu) = C_{pp} \begin{cases} \mu^{-p_1} & \mu \ge \mu_0 \\ \mu_0^{p_2 - p_1}\mu^{-p_2} & \mu < \mu_0 \end{cases}

Errors in moderately strong scintillation

1.42 vs 1.43 GHz Carrier Frequency

Any ideas?

Diff. in triple freq TEC screen

By Brian Breitsch

scintillation simulation