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Gujarat Power Engineering and Research
Institute
B.E. SEM. VI (ELECTRICAL).
PRESENTED BY:
HARSH SONI
Circle Diagram
1.Receiving-end Circle Diagram
2.Sending-end Circle Diagram
It has been shown above that-the flow of active
and reactive power over a Transmission line can
be handled computationally.
It will now be shown that the Locus of complex
sending- and receiving-end power is a circle.
Since circles are convenient to draw, the circle
diagrams are a useful aid to visualize the load
flow problem over a single transmission.
1. Receiving-end circle diagram
The expressions for complex number receiving-
and sending-end powers are Reproduced below
from above Equations.
…(1)
…(2)
As per the above equations, and are each
composed of two phasor components-one a
constant phasor and the other a phasor of fixed
magnitude but variable angle.
Rs Ss
The loci for Sr and Ss would therefore be circles
drawn from the tip of constant phasors as
centres
It follows from Eq. (1) that the centre of
receiving-end circle is located at the tip of the
phasor.
Horizontal coordinate of the centre
The radius of the receiving-end circle is
Vertical coordinate of the centre
Fig.1 Receiving-end circle diagram
As per fig.1 the operating point ‘M’ indicates the
receiving end values of , and .
For constant the centre remains fixed. For
varying and constant centre of circles move
along the line
RP RQ 
RV RC
RV SV
ROC
In polar coordinates
Similarly for Eq. (2) the centre of sending-end
circle is located at the of the phasor
2. Sending-end circle diagram
Horizontal coordinate of the centre
Vertical coordinate of the centre
The radius of the sending-end circle is
Fig.2 Sending-end circle diagram
The operating point N is located by measuring
the torque angle in the direction indicated from
the reference line.

SV SC
SV RV
SOC
For constant the centre remains fixed.
For varying and constant centre of
circles move along the line
Circle Diagram

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Circle Diagram

  • 1. Gujarat Power Engineering and Research Institute B.E. SEM. VI (ELECTRICAL). PRESENTED BY: HARSH SONI
  • 2.
  • 3. Circle Diagram 1.Receiving-end Circle Diagram 2.Sending-end Circle Diagram
  • 4. It has been shown above that-the flow of active and reactive power over a Transmission line can be handled computationally. It will now be shown that the Locus of complex sending- and receiving-end power is a circle. Since circles are convenient to draw, the circle diagrams are a useful aid to visualize the load flow problem over a single transmission. 1. Receiving-end circle diagram
  • 5. The expressions for complex number receiving- and sending-end powers are Reproduced below from above Equations. …(1) …(2)
  • 6. As per the above equations, and are each composed of two phasor components-one a constant phasor and the other a phasor of fixed magnitude but variable angle. Rs Ss The loci for Sr and Ss would therefore be circles drawn from the tip of constant phasors as centres It follows from Eq. (1) that the centre of receiving-end circle is located at the tip of the phasor.
  • 7. Horizontal coordinate of the centre The radius of the receiving-end circle is Vertical coordinate of the centre
  • 9. As per fig.1 the operating point ‘M’ indicates the receiving end values of , and . For constant the centre remains fixed. For varying and constant centre of circles move along the line RP RQ  RV RC RV SV ROC
  • 10. In polar coordinates Similarly for Eq. (2) the centre of sending-end circle is located at the of the phasor 2. Sending-end circle diagram
  • 11. Horizontal coordinate of the centre Vertical coordinate of the centre The radius of the sending-end circle is
  • 13. The operating point N is located by measuring the torque angle in the direction indicated from the reference line.  SV SC SV RV SOC For constant the centre remains fixed. For varying and constant centre of circles move along the line