Typically when monitoring real-time power system status, what you will see (in terms of analog quantities) is real and reactive power flow, line currents, and voltages. Because of this, it is more meaningful information to the operators to know how much reactive power they will be switching in when adding reactive power to the system (such as shunt capacitor banks). I suspect similar logic impacts the rating of line capacitors, although I do not have personal experience with this. The rating you see may be based on full line loading.
Power Factor = KVA/KW. This has no unit. Its value is always 1 or less.
always a live
kV is kilovolts, kW is kilowatts, kVA is kilovolt amps and kVAR is kilovolt-amps reactive. A common formula is kVA-squared = kW-squared + kVAR-squared.
I think you probably mean 'kvar' (lower case), and stands for 'reactive kilovolt amperes'. This is the traditional unit used to measure the reactive power of an a.c. load. Reactive volt amperes are used to measure the rate at which energy is continually supplied, stored in the circuit's magnetic or electric field and, then, returned to the supply, every quarter-cycle. Some books refer to it as 'wattless power' or 'imaginary power' -although, in this sense, 'imaginary' is a mathematical term for 'quadtrature' or being 'at right angles' to true power measured in watts.
The correct symbols for reactive kilovolt amperes and kilowatts are kvar and kW, respectively.The simple answer is that you cannot convert one to the other. A reactive volt ampere is a measure of reactive power, and a kilowatt is a measure of true power. While these are related, they are different quantities, so you cannotconvert one to the other, any more than you can convert a kilometre to a kilogram.
No They aren't same. They are two different persons. Mrs. Indira Gandhi was daughter of Jawaharlal Nehru and Kamala Nehru. She married Feroze (khan) Gandhi the adopted son of Mahatma Gandhi. She was the first women and third Prime Minister of independent India. Mahatma Gandhi alias Mr.Mohandas Karamchand Gandhi was a great Freedom fighter and is called the "Father of Nation" of Independent India. He was conferred the title Mahatma because of the various sacrifices he had made for humanity and for the freedom of the nation. kvr
The father of Feroze Gandhi was Jehangir Faredoon, a marine engineer and mother Rattimai. He was the youngest child among four siblings. In early 1920s, with his father Jehangir Faredoon dead, he and his mother Rattimai Faredoon moved to Allahabad to live with their unmarried aunt, Dr. Shirin Commissariat, a well known surgeon at city's Lady Dufferin Hospital. He attended the Vidya Mandir High School, and then graduated from the British-staffed Ewing Christian College. kvr Answered with help from other sites.
The father of Feroze Gandhi was Jehangir Faredoon, a marine engineer and mother Rattimai. He was the youngest child among four siblings. In early 1920s, with his father Jehangir Faredoon dead, he and his mother Rattimai Faredoon moved to Allahabad to live with their unmarried aunt, Dr. Shirin Commissariat, a well known surgeon at city's Lady Dufferin Hospital. He attended the Vidya Mandir High School, and then graduated from the British-staffed Ewing Christian College. kvr Answered with help from other sites.
To calculate how much $10,000 invested in 1971 would be worth today, we need to account for the average rate of return on investments over that period. The stock market, particularly the S&P 500, is a common benchmark for long-term investments. The average annual return of the S&P 500, including dividends, has been roughly 10% over the long term, though this can fluctuate significantly in shorter periods. KVR Formula to Calculate Future Value: The future value of an investment can be calculated using the compound interest formula: πΉ π = π π Γ ( 1 π ) π‘ FV=PVΓ(1+r) t Where: FV = Future Value PV = Present Value (Initial investment) r = Annual return rate (as a decimal) t = Number of years Letβs break it down: PV = $10,000 r = 10% or 0.10 t = 2024 (current year) - 1971 = 53 years Now, applying the formula: πΉ π = 10 , 000 Γ ( 1 0.10 ) 53 FV=10,000Γ(1+0.10) 53 πΉ π = 10 , 000 Γ ( 1.10 ) 53 FV=10,000Γ(1.10) 53 Calculating this: πΉ π β 10 , 000 Γ 117.39 FVβ10,000Γ117.39 πΉ π β 1 , 173 , 900 FVβ1,173,900 Conclusion: If $10,000 were invested in 1971 in an S&P 500 index fund with an average annual return of 10%, it would be worth approximately $1,173,900 today. Keep in mind that this is an estimate, and actual returns can vary depending on market conditions, fees, and dividends.