sabu31
Advanced Member level 1
Hi All,
I am designing a transformer for push pull converter. On going through literature I am having certain confusions
a) The method of calculation of Primary turns. I have seen three equations. When using mathcad I am getting different answers
(i)\[ \begin{equation} N_p=\frac{V_{dcmin}*D_{max}*T_s}{2*B_{max}*A_c}\\ N_p=\frac{V_{dcmin}*10^4}{F*2*B_{max}*A_c*K_f} \end{equation} \]
I am getting two different answers for turns.
b) Is the Turns calculated say N_p=4 is for first half of centre tap or it is total turns and each half wind is 2 turns each.
c) WHat is value of secondary RMS winding currents
I have seen two different answers.
The first one is
\[ \begin{equation} I_{s_{rms}}=I_o\sqrt{D}\\ I_{s_{rms}}=I_o\sqrt(1+D) \end{equation} \]
which one of the two is correct.
I am designing a transformer for push pull converter. On going through literature I am having certain confusions
a) The method of calculation of Primary turns. I have seen three equations. When using mathcad I am getting different answers
(i)\[ \begin{equation} N_p=\frac{V_{dcmin}*D_{max}*T_s}{2*B_{max}*A_c}\\ N_p=\frac{V_{dcmin}*10^4}{F*2*B_{max}*A_c*K_f} \end{equation} \]
I am getting two different answers for turns.
b) Is the Turns calculated say N_p=4 is for first half of centre tap or it is total turns and each half wind is 2 turns each.
c) WHat is value of secondary RMS winding currents
I have seen two different answers.
The first one is
\[ \begin{equation} I_{s_{rms}}=I_o\sqrt{D}\\ I_{s_{rms}}=I_o\sqrt(1+D) \end{equation} \]
which one of the two is correct.