Reactive Power Control: Relationship to Voltage

In summary, If you want to keep the voltage on a bus at a certain level, you need to provide reactive power. This reactive power comes from something called a shunt compensating device. If you don't have a shunt compensating device, then IXL will be created and the voltage on the bus will drop.
  • #1
rahil123
3
0
Friends,i was asked once the relationship between reactive power and voltage.ques is"if i am providing reactive power at some particular bus,voltage at that bus is going to improve".why??i answered that if u will provide reactive power remotely to that bus by some shunt compensation device then the reactive power would not be taken from source.Hence it does not have to travel distance and IXL drop won't be created and desired voltage profile would be maintained.However examiner was not satisfied by the answer.Can anyone please help me out here to provide me a proper explanation between reactive power and voltage?..pleasezzz
 
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  • #2
The voltage drop[ per phase] is [approximate]:
VS-VR=I*[R*cos(a)+X*sin(a)] where :
VS=voltage at source
VR=voltage at receiver
R and X-the resistance and reactance of the cable from source up to receiver.
If a capacitor is inserted in series with cable then:
X=XL-XC where XL=cable reactance XC= capacitor reactance.
If X decreases then VS-VR decreases also.
If a capacitor is inserted in parallel with the receiver then the capacity current will reduce sin(a) canceling the inductive current of the receiver and then if sin(a) decreases even cos(a) increases the total voltage drop will decrease. For instance:
R=1 ohm X=1 ohm cos(a)=0.5 sin(a)=sqrt(1-0.5^2)=0.866 I=10 A
VS-VR=10*(1*0.5+1*.866)=13.66 V
Now let’s say a capacity inserted in series will delete the cable reactance. Then:
VS-VR=10*(1*0.5)=5 V
If the capacitor is in parallel with the receiver then cos(a)=1 and sin(a)=0 .Then:
VS-VR=10*1*1=10 V
Actually the current I will decrease also since I=SQRT(Iactive^2+Ireact^2).
Iactive=I*cos(a)=10*.5=5 A
Ireact=I*sin(a)=10*.866=8.66 A
I=SQRT(5^2+8.66^2)=10 A
Now, if sin(a)=0 then I=Iactive=5 A and the voltage drop will be VS-VR=5*1=5 V.
 
  • #3
Thankz for d response babadag. AS far as mathematical xplanations are concerned u are absolutely right.But i am not able to understand the theoretical insight.For example inductor which stores energy in magnetic field is said to be reactive power absorbers and capacitor which stores energy in electric field are said to be reactive power providers.WHY?.it is reactive power which builds magnetic field and which builds the voltage.How electric field by the capacitor helps to solve the purpose
 
  • #4
The alternative current flowing through the inductor generates a variable magnetic field. This magnetic field will generate a variable EFM and it will draw a power from the supply source but only in a quarter of a cycle and in the second quarter will return the power in the circuit. The total power remains not changed only the current rms will grow up with the reactive current. As expected this reactive current will reappear in the circuit retarding 1/4 cycle. So only 90 degrees later the magnetic field will generate an EFM opposing to the supply voltage.
The electric field generated in a capacitor will increase gradually as the electric charge will be accumulated. That means from the beginning of the supply process a voltage returned by the capacitor will diminish the current up to zero when the potential between the electrodes will be equal to supply voltage. At the beginning the current is elevated and will decrease as supply voltage increase. As supply voltage decreases-from the peak toward the zero-the capacitor starts discharging-the current flows in the opposite sense.
If the supply voltage is positive and in rising the capacitive current decreases and so the current returned by magnetic field but it flows in opposite sense. When the supply voltage decreases the capacitive current change the sense and start to grow. The magnetic produced current start to grow also but in opposite sense and so will oppose the capacitive current all the time.
 
  • #5
The essence of power factor correction is that it results in less current being drawn from the source, while suppying a given load. The lower line current results in less voltage loss over the transmission line, so your load sees its intended voltage and this with improved regulation. The lower current from the source makes the power generator and utility companies happy for they need to provide less current while receiving the same revenue.
 

FAQ: Reactive Power Control: Relationship to Voltage

1. What is reactive power control?

Reactive power control is the process of managing and adjusting the flow of reactive power in a power system. Reactive power is the portion of electrical energy that does not perform useful work, but is necessary for the functioning of devices such as motors and transformers. By controlling reactive power, voltage levels can be maintained within acceptable limits and the overall stability and efficiency of the system can be improved.

2. How is reactive power control related to voltage?

Reactive power control is directly related to voltage because reactive power and voltage are inversely proportional. When the flow of reactive power is high, voltage levels tend to decrease, and vice versa. Therefore, by controlling the flow of reactive power, voltage levels can be controlled and maintained within the desired range.

3. What methods are used for reactive power control?

There are several methods used for reactive power control, including shunt capacitors and reactors, synchronous condensers, and static VAR compensators. These devices can be used to either generate or absorb reactive power, depending on the needs of the system. Advanced control algorithms and technologies, such as flexible AC transmission systems (FACTS), are also being used for more precise and efficient reactive power control.

4. Why is reactive power control important?

Reactive power control is important because it helps maintain the stability and efficiency of power systems. Without proper control, voltage levels can fluctuate, leading to power quality issues and potential equipment damage. By managing reactive power, the system can operate more reliably and efficiently, reducing the risk of power outages and optimizing the use of resources.

5. How is reactive power control implemented in the real world?

Reactive power control is implemented through a combination of equipment and control systems. Utilities and power system operators use various devices, such as capacitors, reactors, and FACTS, to manage reactive power at different points in the system. These devices are controlled through sophisticated control systems that monitor system conditions and adjust reactive power flow as needed to maintain voltage stability. Additionally, advanced technologies, such as real-time monitoring and optimization, are being used to improve reactive power control and overall system performance.

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