480 [V] generator, no load. Model parameters: Y connected, f = 50 [Hz], P=6. I, adjusted to get VLoc=480 [V] with [X₂ = 1 [2] R₁ →0 I₁ = 60 [A]; PF = 0.8 lagging At full-load: P = 1.5 [KW] mec Pore=1 [KW] a) Calculate the speed at which the rotor needs to rotate (in rpm and in radians per second). Solution: bl) Calculate the terminal line voltage V₁ under full-load current with PF-0.8 lagging. Solution: b2) Calculate the power converted and the induced counter-torque at full load and with PF=0.8 lagging Solution: b3) Calculate the power in Pin, the applied torque Tapp, and the power efficiency 77% operating at full load and with PF=0.8 lagging Solution: c) Calculate the terminal line voltage V₁ under full-load current with PF=1. Solution: d) Calculate the terminal line voltage V₁ under full-load current with PF-0.8 leading. Solution: e) Calculate the voltage regulation VR with PF=0.8 lagging, PF=1 and PF=0.8 leading Solution:

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Objective: The objective of this problem is to learn how the load affects the line voltage
when we keep the excitation current constant.
Data:
480 [V] generator, Y connected, ƒ = 50 [Hz], P = 6. Iƒ adjusted to get VLoc=480 [V] with
no load.
Model parameters:
X₁ = 1 [2]
R₁ → 0
I₁ = 60 [A]; PF = 0.8 lagging
At full-load: P = 1.5 [KW]
Pore=1 [KW]
a) Calculate the speed at which the rotor needs to rotate (in rpm and in radians per second).
Solution:
bl) Calculate the terminal line voltage V, under full-load current with PF-0.8 lagging.
Solution:
b2) Calculate the power converted and the induced counter-torque at full load and
with PF-0.8 lagging
Solution:
b3) Calculate the power in Pn, the applied torque Tapp, and the power efficiency
77% operating at full load and with PF=0.8 lagging
Solution:
c) Calculate the terminal line voltage V, under full-load current with PF=1.
Solution:
d) Calculate the terminal line voltage V, under full-load current with PF-0.8 leading.
Solution:
e) Calculate the voltage regulation VR with PF-0.8 lagging, PF=1 and PF=0.8 leading
Solution:
Transcribed Image Text:Objective: The objective of this problem is to learn how the load affects the line voltage when we keep the excitation current constant. Data: 480 [V] generator, Y connected, ƒ = 50 [Hz], P = 6. Iƒ adjusted to get VLoc=480 [V] with no load. Model parameters: X₁ = 1 [2] R₁ → 0 I₁ = 60 [A]; PF = 0.8 lagging At full-load: P = 1.5 [KW] Pore=1 [KW] a) Calculate the speed at which the rotor needs to rotate (in rpm and in radians per second). Solution: bl) Calculate the terminal line voltage V, under full-load current with PF-0.8 lagging. Solution: b2) Calculate the power converted and the induced counter-torque at full load and with PF-0.8 lagging Solution: b3) Calculate the power in Pn, the applied torque Tapp, and the power efficiency 77% operating at full load and with PF=0.8 lagging Solution: c) Calculate the terminal line voltage V, under full-load current with PF=1. Solution: d) Calculate the terminal line voltage V, under full-load current with PF-0.8 leading. Solution: e) Calculate the voltage regulation VR with PF-0.8 lagging, PF=1 and PF=0.8 leading Solution:
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