The RMS (Root Mean Square) value of a current for a full wave rectifier is given by the formula Irms = Im/√2.

Given that the RMS value of a half wave rectifier is 10 A, the peak current (Im) can be calculated as follows:

For a half wave rectifier, Irms = Im/2. Therefore, Im = 2 * Irms = 2 * 10 A = 20 A.

Now, we can calculate the RMS value for a full wave rectifier using the peak current:

Irms = Im/√2 = 20 A / √2 ≈ 14.14 A.

So, the RMS value of the current for full wave rectification would be approximately 14.14 A.

Question

The RMS (Root Mean Square) value of a current for a full wave rectifier is given by the formula Irms = Im/√2.

Given that the RMS value of a half wave rectifier is 10 A, the peak current (Im) can be calculated as follows:

For a half wave rectifier, Irms = Im/2. Therefore, Im = 2 * Irms = 2 * 10 A = 20 A.

Now, we can calculate the RMS value for a full wave rectifier using the peak current:

Irms = Im/√2 = 20 A / √2 ≈ 14.14 A.

So, the RMS value of the current for full wave rectification would be approximately 14.14 A.

Knowee AI · Accepted Answer

The RMS (Root Mean Square) value of a current for a full wave rectifier is given by the formula Irms = Im/√2.

Given that the RMS value of a half wave rectifier is 10 A, the peak current (Im) can be calculated as follows:

For a half wave rectifier, Irms = Im/2. Therefore, Im = 2 * Irms = 2 * 10 A = 20 A.

Now, we can calculate the RMS value for a full wave rectifier using the peak current:

Irms = Im/√2 = 20 A / √2 ≈ 14.14 A.

So, the RMS value of the current for full wave rectification would be approximately 14.14 A.

The RMS value of a half wave rectifier current is 10 A. Its value for full wave rectification would be(1 Point)10 A14.14 A(20/π) A20 A