One degree of electricity is 1,000 amps, which is 1,000,000 milliamps.
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1 KWH of electricity is 1000 watts *1 hour. w=uit
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u is voltage, i is current, and t is time.
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If u and t are both 1, 1 KWH =1v*1000a*1t. So one degree of electricity is 1,000 amps, which is 1,000,000 milliamps.
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You can calculate: if you have a 1000mAh battery, that is, your battery output current is 1000, one degree of electricity is equal to 1kWh battery power (Wh) = battery voltage (V) x battery capacity (Ah) 4.2*1=4.2W1000 mah =1 amp (amount of charge). One degree of electricity =1000 watt-hours =1000 volt-amperes =220*4.55 amperes. So it's equal to 1\/4.55 is equal to 0.22 KWH.
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1 KWH explanation:
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One degree of electricity =36 million joules.
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1mAh=3.6C, which is 270270mAh.
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One degree of electricity is equal to the energy consumed by an electrical appliance with 220v\/1000w working continuously for an hour.
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The energy of a 1000mah rechargeable battery =3.7V x 1000mah x 1 hour = 3.7watts an hour.
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The relationship between \"MA\" and \"degree\" :
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Milliamperes and 1 degree of electricity are different units of measurement, so can not be used for direct conversion, one degree is a KWH, is an energy unit, the size is equal to 1000W*3600s=3600000J. Milliamps refers to the unit of current, 1 milliamps =0.001 amps, 1000 milliamps is equal to 1A, so how many milliamps the battery is equal to one degree of electricity is also unreasonable.
The size of the one-degree battery is: a 62 amp battery is required.
What capacity of battery is needed to store 1 KWH of electricity? This should be a 62 amp battery can store 1 KWH of electricity, work W=UAH, so multiply by the battery voltage,
If the battery voltage is the output voltage of the charger 12V, then the battery W of 1AH =12*1*3600\/(3.6*1000000)=0.012 KWH.
One degree of electricity is equivalent to 1,100 1,800mah batteries.
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The 10,000mah battery requires about 0.05 KWH of electricity to be fully charged, and the current electricity charge is 0.55\/ KWH, which means that it takes about 3 cents. 10000 mah battery, charging voltage 5 volts, full 5 hours, voltage * current = power, charging power: 5V*2A=10W; Charge for 5 hours: 10W*5 hours =0.05 KWH =0.05 KWH. Then it was calculated that one degree of electricity is equivalent to 1,100 1,800mah batteries.
The energy capacity of a one-degree battery is that it can provide 1 KWH of electricity. It is often used to measure the durability and storage capacity of a battery. Specifically, 1 KWH means that when the electrical load is 1 KWH, the battery can supply electricity for 1 hour. Therefore, the one-degree battery can be used to power electrical appliances to consume 1 KWH of electricity in 1 hour, for example, you can light a 1 kW light bulb to run for 1 hour. Of course, if the electrical load is smaller, then the battery can provide longer use. In general, the size of the one-degree battery is related to the battery energy storage capacity, and it is one of the important standards to measure the battery life and power capacity.
the answer is
One kilowatt is equal to how many milliampere batteries, divided according to the measurement formula of electricity consumption :1 kilowatt\/hour is one kilowatt. Set the power to w, the voltage to U, the current to a, and the time to h hours. Then the column formula is :Va\/h=Va\/h, the rated battery voltage and one degree of electricity into (Va\/h= one degree of electricity),Va\/h=(1.5VX0.O01)\/h. So the answer to the original question is: one degree of electricity is equal to 0.O015 mA \/h. Equal to 0.0O1 mah battery, is correct. Can not be directly converted. One kilowatt hour is a unit of energy, the size is equal to 1000W*3600s=3600000J, milliamps is the current
62 Ann.
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A 62-amp battery is needed to store one kilowatt-hour of electricity. Because w= Ui.H. If the rated voltage of the battery is 12V,1000\/12= about 84A, consider the allowance should choose 120A.h battery to meet the requirements. With a 24V battery, 60A can hold one kilowatt of electricity.
Hello, the capacity of a one-degree battery usually refers to the amount of charge it takes to store and release one degree of electricity. One degree of electricity is equal to 1 kilowatt-hour (kWh), or 1000 watt-hours (Wh). Therefore, the capacity of a one-degree battery is usually measured in watt-hours (Wh) or ampere-hours (Ah). The specific capacity will vary according to the type of battery and the manufacturer, the common one-degree battery capacity between 2000mAh and 5000mAh.
A kilowatt hour is the amount of charge that passes through a circuit with a current of 1 amp in 1 second. The capacity of the battery is usually expressed in ampere-hours (Ah), that is, the battery can supply 1 ampere of current for 1 hour. Therefore, the size of a one-degree battery depends on the size of the current and the time of use. For example, a 1 amp hour (1Ah) battery can provide a current of 1 amp for 1 hour. If the current is greater and the time is shorter, the battery can provide less charge. All in all, the size of a kilowatt-hour is closely related to the current and the time used.
It's 12.1 centimeters in size. Both are able to make the height of 3.2 centimeters, the width of 7.5 centimeters, is able to make this battery has a capacity of 15,000 mah, and can give you 31 hours of long use.