1. The problem statement, all variables and given/known data I need help with part b- A buck regulator is supplied from a 12VDC source and outputs 5VDC at 4 A with a PWM switching frequency is 100 kHz. Answer the following then: a- Determine the continuous conduction mode inductance (L_CCM). b- Compute the inductance for the converter in with the requirement that the inductor current not exceed 10A to prevent saturation. 2. Relevant equations 3. The attempt at a solution a. V_s = 12 V, V_o = 5 V, I_o = 4 A, f = 100*10^3 Hz D = V_o/V_s = 5/12 R = V_o/I_o = 5/4 ohm L_CCM = ( (1 - D)R ) / ( 2f ) = ( (1 - 5/12)( 5/4 ) ) / ( 2*100*10^3 ) ~ 3.646*10^(-6) H b. R = V_o / I_o = 5/10 = .5 ohm lambda = I_o / ( I_max - I_o ) = 4/(10 - 4) = 2/3 lambda = L / L_CCM, L = lambda * L_CCM = ( 2/3 )( 3.646*10^(-6) ) ~ 2.431*10^(-6) H So this was my answers to the assignment. Apparently my answer to question a. is correct, and my answer to question b is wrong. I'm not sure what I'm doing wrong. My textbook provides me the lambda formula that I used in question b. Since the value I found for L is less than L_CCM, and L has to be greater than L_CCM (not so sure), my answer to question b should be the same value as L_CCM upon realizing that the value I found for L is less than L_CCM? Thanks for any help, much appreciated.