To determine the voltage needed to produce 50 mA (0.05 A) of current through a 240Ω resistor, you can use Ohm's Law, which states ( V = I \times R ). Plugging in the values, ( V = 0.05 , \text{A} \times 240 , \Omega = 12 , \text{V} ). Therefore, a voltage of 12 volts is required to produce a current of 50 mA through a 240Ω resistor.
To find the current needed to produce a voltage of 5V across a 12kΩ resistor, you can use Ohm's Law, which states that ( V = I \times R ). Rearranging the formula for current gives ( I = \frac{V}{R} ). Plugging in the values, ( I = \frac{5V}{12,000Ω} ), which equals approximately 0.0004167 A, or 416.7 µA.
R = E/I = (12)/(0.1) = 120 ohms(Make it a big one. It dissipates I2R = 0.01 x 120 = 1.2 watts.)
A 100 ohm resistor carrying a current of 0.3 amperes would, by Ohm's Law, have a potential difference of 30 volts. A current of 0.3 amperes through a voltage of 30 volts would, by the Power Law, dissipate a power of 9 watts. You need a 10 watt resistor, alhough it is better to use a 20 watt resistor. E = IR 30 = (0.3)(100) P = IE 9 = (30)(0.3)
To limit the amount of current to the ports
An electric current is produced by the change in Magnetic flux over timeRead more: How_do_electromagnets_work
To find the current needed to produce a voltage of 5V across a 12kΩ resistor, you can use Ohm's Law, which states that ( V = I \times R ). Rearranging the formula for current gives ( I = \frac{V}{R} ). Plugging in the values, ( I = \frac{5V}{12,000Ω} ), which equals approximately 0.0004167 A, or 416.7 µA.
18volts
To determine the value of the resistor needed, you would typically need to know the voltage across the resistor and the desired current flowing through it. The value can be calculated using Ohm's Law: resistance (in ohms) = voltage (in volts) / current (in amperes).
R = E/I = (12)/(0.1) = 120 ohms(Make it a big one. It dissipates I2R = 0.01 x 120 = 1.2 watts.)
Ohm's Law: Current = voltage divided by resistance. 5 V divided by 12 KΩ is 416 2/3 ma
When the voltage is increased across a metal film resistor, the current flow will also increase. Ohm's law states that the current flowing through a resistor is directly proportional to the voltage across that resistor. I = V/R Let us assume an initial voltage drop across a 4.99K ohm metal film resistor is 5V. The current flow through the resistor is calculated to be: I = 5/4990 = 0.001 Amps or 1 mA If that voltage were to say double to 10V: I = 10/4990 = 0.002 Amps or 2 mA Using these values it is also possible to calculate the power dissipated by the resistor. P = I*V = 0.002 * 10 = 0.02 Watts This power calculation determines the minimum physical case size needed for the resistor to function within these conditions. Anything smaller, the resistor will fail.
electric current
Resistors can be installed in any direction in a circuit. It doesn't matter in which direction you are installing a resistor. Resistor will resist the current in both sides of the connection. You can also apply capacitor in any direction for alternating current. Where as if you are concerned with direct current, a direction is needed to apply the connection
A 100 ohm resistor carrying a current of 0.3 amperes would, by Ohm's Law, have a potential difference of 30 volts. A current of 0.3 amperes through a voltage of 30 volts would, by the Power Law, dissipate a power of 9 watts. You need a 10 watt resistor, alhough it is better to use a 20 watt resistor. E = IR 30 = (0.3)(100) P = IE 9 = (30)(0.3)
To limit the amount of current to the ports
Use Ohm's Law. Volts = Amps x Ohms The math is easy in this case and I am sure you can do it.
A zero-ohm resistor does not exist, so we are talking about an ideal resistor. An ideal resistor is needed for description in a circuit, where we lump all wire/parasitic resistances into discrete resistors, but the wire joining two discrete resistors is considered to have no resistance. My definition: a zero-ohm resistor is an ideal resistor that does not consume energy when a current exists in the resistor. Alternatively, a zero-ohm resistor is an ideal resistor that cannot sustain any potential drop when a current is on. Thirdly, a zero-ohm resistor is an ideal resistor that will conduct an infinite current when a voltage is applied across it.