ye canna change the laws of physics
That depends on how long the 1 kW is applied. Please note that kW is a unit of power, not a unit of energy.In general, 1 kW of electrical energy can be converted into 1 kW of heat - if used in a heater. With a heat pump, 1 kW of electrical energy can, in fact, pump several kW of heat energy.
1 kilowatt (kW) is equivalent to 3412 British thermal units (BTUs) per hour. This can be used to calculate the amount of heat generated by the 1 kW depending on the specific application.
1 litre for 1 degree in 1hour is 1,16 kW/h
no
The reason electricity is trsnsmitted at very high voltage is to reduce energy loss. As Power = V x I and heat loss = I2 R. Thus if I the current is low the energy lost in the transmission cables will be minimal. The reason electricity is trsnsmitted at very high voltage is to reduce energy loss. As Power = V x I and heat loss = I2 R. Thus if I the current is low the energy lost in the transmission cables will be minimal.
As the motor is drawing 9.7×110 = 1,067 watts (or 1.067 kW), and delivering 1.25×746 watts (or .9325 kW) of mechanical energy, it should release 1,067-932.5 = 134.5 watts (or .1345 kW) of heat.
no the molex plug is manufacture specific
To convert kilowatts (kW) to British Thermal Units (BTU), you can use the conversion factor 1 kW = 3412 BTU/hr. Therefore, a 5 kW heater would produce 5 kW * 3412 BTU/hr = 17060 BTU per hour.
The predicted heat flux from a pool fire can vary depending on factors such as flame height, distance from the fire, and wind conditions. However, a rough estimate for a 3 meter alcohol pool fire with a heat release rate of 540 kW might be around 50-80 kW/m² at a distance of 5-10 meters from the fire.
If the town has natural gas for heating, then the power needed per household is between 5 kW and 10 kW. If only electric heat is available, then the combination of electric resistance (auxiliary - from 7 to 10 kW for small residential units) heating, combined with electric clothes dryer (from 2 to 5 kW), electric water heater (from 2.5 to 7.5 kW), and stove (5 kW to 7.5 kW) totaling a min of 15 kW to a max of 20 kW. That would put the max power requirements between 5,000 kW and 10,000 kW. As a matter of reality, a diversity factor of .6 to .7 would reduce the max power to 3,500 kW and 7,000 kW.
It is the heat flux generated due to ignition of fuel at the spark plug
10 kw = 10 kJ/sec = 9.478 BTU/sec = 34120 BTU per hour.