David83
Advanced Member level 1
Hello all,
I have the following mathematical equation, and I am wondering how would it be implemented in practice, and if it would be efficient. The equation is:
\[v_k=\sum_p H_p^*\int_{kT_s+\tau_p}^{(k+1)T_s+\tau_p}v(t)\,dt\]
where Ts is the symbol time, H_p is pth path's gain, and tau_p is the pth path's delay.
Thanks in advance
I have the following mathematical equation, and I am wondering how would it be implemented in practice, and if it would be efficient. The equation is:
\[v_k=\sum_p H_p^*\int_{kT_s+\tau_p}^{(k+1)T_s+\tau_p}v(t)\,dt\]
where Ts is the symbol time, H_p is pth path's gain, and tau_p is the pth path's delay.
Thanks in advance