The formula for the heat produced in a wire is P = I2R, where P is the power (the amount of electrical energy wasted, which is the amount of heat produced), I is the current and R is the resistance. In other words, other things being equal, the power is proportional to the square of the current. When transmitting electrical energy over large distances, fairly high voltages are used (typically, several 100 kV), because that way, less current is required, and power losses are reduced.
By passing a current threw it.
The current passing through them - since all wires have resistance.
The coil offers some amount of Resistance to the flow of Electric current through the coil. The Resistance of the coil depends on the material used to make the coil and the thickness of the coil wire ( its gauge ) When a current flows through the coil, the voltage drop across the coil and the Power dissipated in the coil both are proportional to the magnitude of current and the coil resistance. Normally the coil is rated to carry certain current and dissipate certain amount of power without causing any damage. If a large magnitude of current flows through the coil beyond its rating , the voltage drop across the coil and the power dissipation in the coil both increase substantially causing over heating of the coil. This can damage the coil and may result in burning of the coil
The 2 simplest Electrical circuits areSeries Circuit - Same amount of current running through loads but voltage various by the resistance of the loadsParallel Circuit - Same voltage on the different loads by subject to the load resistance, the current passing through is different
Because the wire has resistance.The power (number of watts) dissipated by any resistance when current passes through it is(the number of amperes of current)2 multiplied by (the number of ohms of resistance).To reduce the power lost from the wire, the choices are:-- reduce the current passing through the wire-- use thicker wire-- keep the wire as cold as possible.(If the wire is made of the right material, and you make it cold enough,then all of its resistance disappears, and it's called a "superconductor".)
Yes In parallel circuit , current entering into the circuit will be divided intodifferent paths ( resistances) . Amount of current flow depends upon the magnitude of resistance applied in the circuit. Total current after passing through the circuit will be the sum of all current through each resistance.
The formula for the heat produced in a wire is P = I2R, where P is the power (the amount of electrical energy wasted, which is the amount of heat produced), I is the current and R is the resistance. In other words, other things being equal, the power is proportional to the square of the current. When transmitting electrical energy over large distances, fairly high voltages are used (typically, several 100 kV), because that way, less current is required, and power losses are reduced.
By passing a current threw it.
A wire with some resistance and a voltage applied to it The amount of current I passing this wire is V/R
Electrical resistance can be determined by the equation that defines resistance - Ohm's Law. Just divide the voltage across a resistor, by the current passing through it.
you can if you know the current measure the voltage across the resistor E=I*R there is actually no way to measure the resistance without passing current thru it P=I*E E=I*R any 2 will give you the other 2
The current passing through them - since all wires have resistance.
Energy is measured in the SI unit Joule. One definition of a Joule is one ampere passing through a resistance of one ohm for one second. Thus doubling the electrical current (amperes/amps) passing through a resistance of one ohm for one second will double the energy. As for voltage, given that voltage (volts) = current (amps) times resistance (ohms) then, assuming a constant resistance, the voltage will double if the current doubles. Thus doubling the voltage (and therefore the current) passing through a resistance of one ohm for one second will double the energy (joules).
A ballast resistor is an electrical resistor whose resistance varies with the current passing through it, thus maintaining a constant current.
It's the product of the resistance of that resistive load and the current passing through it.
A wire with some resistance and a voltage applied to it The amount of current I passing this wire is V/R
A wire with some resistance and a voltage applied to it The amount of current I passing this wire is V/R