1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power, power and energy are synonyms in my vernacular; they aren't called energy plants, they're called power plants. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 nanofarad (1 nF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 nF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-9 * 450,000 = 0.00045
So, the 1 nF capacitor will hold 0.00045 coulombs of charge at 450 kilovolts.
So that's 0.00045 amp seconds being pushed by 450 kilovolts.
0.00045 A/S * 450 KV = 202.500 KV-A/S (or watt seconds)
That's assuming a 1 nanofarad jar. Consider that a typical Leyden jar of one pint size has a capacitance of about 1 nF.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
Look at how hard this olympic level athlete has to work in order to push 700 watts with electromagnetics. https://www.youtube.com/watch?v=S4O5voOCqAQ
compare that to the man in the video turning the wheel with one hand all relaxed.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power, power and energy are synonims in my vernacular, they aren't called energy plants, they're called power plants. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 nanofarad (1 nF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 nF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-9 * 450,000 = 0.00045
So, the 1 nF capacitor will hold 0.00045 coulombs of charge at 450 kilovolts.
So that's 0.00045 amp seconds being pushed by 450 kilovolts.
0.00045 A/S * 450 KV = 202.500 KV-A/S (or watt seconds)
That's assuming a 1 nanofarad jar. Consider that a typical Leyden jar of one pint size has a capacitance of about 1 nF.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
Look at how hard this olympic level athlete has to work in order to push 700 watts with electromagnetics. https://www.youtube.com/watch?v=S4O5voOCqAQ
compare that to the man in the video turning the wheel with one hand all relaxed.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power, power and energy are synonims in my vernacular. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 nanofarad (1 nF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 nF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-9 * 450,000 = 0.00045
So, the 1 nF capacitor will hold 0.00045 coulombs of charge at 450 kilovolts.
So that's 0.00045 amp seconds being pushed by 450 kilovolts.
0.00045 A/S * 450 KV = 202.500 KV-A/S (or watt seconds)
That's assuming a 1 nanofarad jar. Consider that a typical Leyden jar of one pint size has a capacitance of about 1 nF.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
Look at how hard this olympic level athlete has to work in order to push 700 watts with electromagnetics. https://www.youtube.com/watch?v=S4O5voOCqAQ
compare that to the man in the video turning the wheel with one hand all relaxed.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 nanofarad (1 nF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 nF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-9 * 450,000 = 0.00045
So, the 1 nF capacitor will hold 0.00045 coulombs of charge at 450 kilovolts.
So that's 0.00045 amp seconds being pushed by 450 kilovolts.
0.00045 A/S * 450 KV = 202.500 KV-A/S (or watt seconds)
That's assuming a 1 nanofarad jar. Consider that a typical Leyden jar of one pint size has a capacitance of about 1 nF.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
Look at how hard this olympic level athlete has to work in order to push 700 watts with electromagnetics. https://www.youtube.com/watch?v=S4O5voOCqAQ
compare that to the man in the video turning the wheel with one hand all relaxed.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 nanofarad (1 nF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 nF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-9 * 450,000 = 0.00045
So, the 1 nF capacitor will hold 0.00045 coulombs of charge at 450 kilovolts.
So that's 0.00045 amp seconds being pushed by 450 kilovolts.
0.00045 A/S * 450 KV = 202.500 KV-A/S (or watt seconds)
That's assuming a 1 nanofarad jar. Consider that a typical Leyden jar of one pint size has a capacitance of about 1 nF.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 nanofarad (1 nF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 nF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-9 * 450,000 = 0.00045
So, the 1 uF capacitor will hold 0.00045 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.00045 A/S * 450 KV = 202.500 KV-A/S (or watt seconds)
That's assuming a 1 nanofarad jar. Consider that a typical Leyden jar of one pint size has a capacitance of about 1 nF.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 nanofarad (1 nF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 nF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-9 * 450,000 = 0.00045
So, the 1 uF capacitor will hold 0.45 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.00045 A/S * 450 KV = 202.500 KV-A/S (or watt seconds)
That's assuming a 1 nanofarad jar. Consider that a typical Leyden jar of one pint size has a capacitance of about 1 nF.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 microfarad (1 uF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 uF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-6 * 450,000 = 0.45
So, the 1 uF capacitor will hold 0.45 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.45 A/S * 450 KV = 202,500 KV-A/S (or watt seconds)
That's assuming a 1 uF set of leyden jars. If they were 1 nanofarad, it would still work out to 202.5 Watts. Consider that the capacitance of a Leyden jar is typically in the range of a few microfarads to a few tens of microfarads.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 microfarad (1 uF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 uF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-6 * 450,000 = 0.45
So, the 1 uF capacitor will hold 0.45 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.45 A/S * 450 KV = 202,500 KV-A/S (or watt seconds)
That's assuming a 1 uF set of leyden jars. If they were 1 nanofarad, it would still work out to 202.5 Watts, unless you think he has 1 picofarad jars (which would be weird) and it would then be 0.2 watts... I don't think so.
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 microfarad (1 uF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 uF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-6 * 450,000 = 0.45
So, the 1 uF capacitor will hold 0.45 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.45 A/S * 450 KV = 202,500 KV-A/S (or watt seconds)
Apparently I carried a zero wrong the first time I did these calcs...
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
I'm in the process of making one right now actually, I want to see this for myself in my own home.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 microfarad (1 uF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 uF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-6 * 450,000 = 0.45
So, the 1 uF capacitor will hold 0.45 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.45 A/S * 450 KV = 202,500 KV-A/S (or watt seconds)
Apparently I carried a zero wrong the first time I did these calcs...
That would also explain why the sparks looked ~5 mm wide in the video.
https://www.youtube.com/watch?v=3kMQJk8HZZg&t=2899s
I think it's like a heat pump for electrons.
It's like how we can use a resistor wire to create heat and make 1 watt of heat for every 1 watt of electricity put in the wire. But if you use state changed instead, you can relocate and concentrate 3 watts of heat by spinning a compressor with 1 watt of power.
A typical generator uses the magnetic force to move electrons around. This is susceptible to back-emf and that back emf pushes back against you.
With this, the EMF you generate is really strong for the ammount of work put in, so with the right conditions, that EMF can push a lot of current and you don't have to fight against the back EMF.
Watch the video. The thing makes 450 KV sparks while slowing down to zero over 10-15 seconds.
It's not hard to turn this thing.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 microfarad (1 uF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 uF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-6 * 450,000 = 0.45
So, the 1 uF capacitor will hold 0.45 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.45 A/S * 450 KV = 202,500 KV-A/S (or watt seconds)
Apparently I carried a zero wrong the first time I did these calcs...
That would also explain why the sparks looked ~5 mm wide in the video.
1 Farad = 1 amp seconds worth of power supplied at 1 volt
an amp-second is known as a coulomb
1 Farad = 1 coulomb stored at 1 volt
since 1 coulomb = 1 amp-second, a farad is 1 watt-second
Wattage is power. Farad a description of ability to store power. Watts are typically given in watt-hours.
The capacitance of a capacitor is the amount of charge that can be stored per volt of applied voltage. So, if a capacitor is rated at 1 microfarad (1 uF), then the amount of charge it can store at a given voltage can be calculated as follows:
Q = C * V
where Q is the charge stored on the capacitor in coulombs, C is the capacitance of the capacitor in farads, and V is the voltage across the capacitor in volts.
So, if a 1 uF capacitor is charged to 450 kilovolts, which is equal to 450,000 volts, the amount of charge stored on the capacitor can be calculated as:
Q = C * V = 1 * 10^-6 * 450,000 = 0.45
So, the 1 uF capacitor will hold 0.45 coulombs of charge at 450 kilovolts.
So that's 0.45 amp seconds being pushed by 450 kilovolts.
0.45 A/S * 450 KV = 202,500 KV-A/S (or watt seconds)
Apparently I carried a zero wrong the first time I did these calcs...