Hi,
I have a general question on 3-phase star (wye) connected Power.
I have a HWMK Problem with a wye voltage source which is connected to a wye resistor set (voltage and resistors are balanced). Between these two wyes there is another load (wye configured 3-phase complex impedance elements of equal values) which is just branched off. None of the neutrals are tied together.
My approach to solving this equation is to lay-out an equivalent single phase (since the 3-phases are balanced), but want to confirm my interpretation of this.
I assume that the Voltage Source and Resistor are in series, with the complex impedance element being parallel. I then combine the complex impedance w/ the resistor by summing parallel impedance's and then go on to solve for circuit current.
Does this seem correct? I feel like my observation that this is parallel might be flawed, but I'm basing it on the fact the the Neutrals of the 3 Wye loads isn't tied together.
Thoughts?
Thanks in advance.
I have a general question on 3-phase star (wye) connected Power.
I have a HWMK Problem with a wye voltage source which is connected to a wye resistor set (voltage and resistors are balanced). Between these two wyes there is another load (wye configured 3-phase complex impedance elements of equal values) which is just branched off. None of the neutrals are tied together.
My approach to solving this equation is to lay-out an equivalent single phase (since the 3-phases are balanced), but want to confirm my interpretation of this.
I assume that the Voltage Source and Resistor are in series, with the complex impedance element being parallel. I then combine the complex impedance w/ the resistor by summing parallel impedance's and then go on to solve for circuit current.
Does this seem correct? I feel like my observation that this is parallel might be flawed, but I'm basing it on the fact the the Neutrals of the 3 Wye loads isn't tied together.
Thoughts?
Thanks in advance.
