A two-winding single-phase transformer rated 6 0 kVA , 24 0 / 12 00 V , 6 0 Hz , has an efficiency of 0.96 when operated at rated load, 0.8 power factor lagging. This transformer is to be utilized as a 144 0 / 12 00 -V step-down autotransformer in a power distribution system. (a) Find the permissible kVA rating of the autotransformer if the winding currents and voltages are not to exceed the ratings as a two-winding transformer. Assume an ideal transformer. (b) Determine the efficiency of the autotransformer with the kVA loading of part (a) and 0.8 power factor leading.
A two-winding single-phase transformer rated 6 0 kVA , 24 0 / 12 00 V , 6 0 Hz , has an efficiency of 0.96 when operated at rated load, 0.8 power factor lagging. This transformer is to be utilized as a 144 0 / 12 00 -V step-down autotransformer in a power distribution system. (a) Find the permissible kVA rating of the autotransformer if the winding currents and voltages are not to exceed the ratings as a two-winding transformer. Assume an ideal transformer. (b) Determine the efficiency of the autotransformer with the kVA loading of part (a) and 0.8 power factor leading.
A two-winding single-phase transformer rated
6
0
kVA
,
24
0
/
12
00
V
,
6
0
Hz
,
has an efficiency of 0.96 when operated at rated load, 0.8 power factor lagging. This transformer is to be utilized as a
144
0
/
12
00
-V
step-down autotransformer in a power distribution system. (a) Find the permissible kVA rating of the autotransformer if the winding currents and voltages are not to exceed the ratings as a two-winding transformer. Assume an ideal transformer. (b) Determine the efficiency of the autotransformer with the kVA loading of part (a) and 0.8 power factor leading.
1. Sketch the root loci of a system with the following characteristic equation:
s²+2s+2+K(s+2)=0
2. Sketch the root loci for the following loop transfer function:
KG(s)H(s)=-
K(s+1)
s(s+2)(s²+2s+4)
3. For the unity feedback system with forward path transfer function, G(s), below:
G(s)=
K(s² +8)
(s+4)(s+5)
Sketch the root locus and show the breakaway/break-in point(s) and jo-axis
crossing. Determine the angle of arrival and K value at the breakaway/break-
in point(s). Give your comment the system is stable or unstable.
Find the step response of each of the transfer functions shown in Eqs. (4.62) through (4.64) and compare them. [Shown in the image]Book: Norman S. Nise - Control Systems Engineering, 6th EditionTopic: Chapter-4: Time Response, Example 4.8Solve the math with proper explanation. Please don't give AI response. Asking for a expert verified answer.
Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, electrical-engineering and related others by exploring similar questions and additional content below.