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20160308 One question per day

2016-03-08View Original

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20160308 Daily Question: Regarding electrical instrumentation knowledge – how is the power of a motor calculated, and how are useful work and useless work taken into account? Additionally, how is the mechanical efficiency determined?
Reply #22016-03-08
p = w ÷ t. The useful work done is equal to G × H; the total work done is equal to the total work minus the useful work. Mechanical efficiency is the ratio of the useful work to the total work. η = Useful Work / Total Work. The useful work done by a heat engine refers to the work done on the machinery as a result of the energy generated by the combustion of fuel
Reply #32016-03-08
The actual power consumption refers to the active power, and the calculation formula is P=1.732×U×I×cosφ. P is power, U is the voltage at the motor terminals, I is the operating current, and cosφ is the power factor indicated on the motor’s nameplate. Power multiplied by time equals energy consumption. Reactive power is not included in the electricity measurement; the formula involves replacing cosφ with sinφ. The sum of the squares of sinφ and cosφ equals 1, and using this value, sinφ can be calculated.
Reply #42016-03-08
In AC circuits, when the phase angle between voltage and current is zero degrees, the current does work on the load; this is known as useful power. When the phase angle between voltage and current is ninety degrees, the current does no work on the load; this is known as useless power.
Reply #52016-03-08
The actual power consumption refers to the active power, and the calculation formula is P=1.732×U×I×cosφ. P is power, U is the voltage at the motor terminals, I is the operating current, and cosφ is the power factor indicated on the motor’s nameplate. Power multiplied by time equals energy consumption. Reactive power is not included in the electricity measurement; the formula involves replacing cosφ with sinφ. The sum of the squares of sinφ and cosφ equals 1, and using this value, sinφ can be calculated.
Reply #62016-03-11
Even though I passed, I still need to keep learning*

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