Hey guys,
I have a small silly question about X/R ratio formulas for calculating impedances, from Cram for Exam Vol 3 Question 76.
In this problem, two per-unit impedances are given on the same MVA base. The solution then directly uses some X/R ratio formulas and math manipulation to determine the overall system X/R ratio.
If the 2 per-unit impedances were on different KVA bases, they would have to be converted to a common KVA base before carrying out the X/R ratio mathematics in the solution... Correct?
Just want to make sure...
I have a small silly question about X/R ratio formulas for calculating impedances, from Cram for Exam Vol 3 Question 76.
In this problem, two per-unit impedances are given on the same MVA base. The solution then directly uses some X/R ratio formulas and math manipulation to determine the overall system X/R ratio.
If the 2 per-unit impedances were on different KVA bases, they would have to be converted to a common KVA base before carrying out the X/R ratio mathematics in the solution... Correct?
Just want to make sure...