The total resistance of a circuit is the sum of the supply's internal resistance and its load resistance, because they are in series with each other. This is true regardless of the magnitude of, or the variation in, the current.
This is because the resistance is measured by applying a fixed voltage to the resistor and measuring the current. Since I = V/R, the current/resistance relation is non-linear.
how do you use ohms law express conductance in terms of current and voltage?
The secondary load current will change. This, in turn, will cause the primary current to change (the primary current being the phasor sum of the [IS (Np/Ns)] and the primary current (Io).
Conductance is the reciprocal of resistance, representing how easily electric current can flow through a material. It is defined as the ratio of current (I) to voltage (V) and is measured in siemens (S). A higher conductance indicates lower resistance, meaning the material allows more current to pass through for a given voltage. Thus, when discussing conductance, one is effectively looking at the ease of current flow in relation to resistance.
Ohm's Law: voltage = current * resistance. If resistance is a constant, then voltage is directly proportional to current.
ohm
The total resistance of a circuit is the sum of the supply's internal resistance and its load resistance, because they are in series with each other. This is true regardless of the magnitude of, or the variation in, the current.
This is because the resistance is measured by applying a fixed voltage to the resistor and measuring the current. Since I = V/R, the current/resistance relation is non-linear.
voltage depend on current and resistance r.p.m depend on no of pole
how do you use ohms law express conductance in terms of current and voltage?
Resistance in a circuit restricts the flow of electrical current, leading to a decrease in the overall current in the circuit. This results in a drop in voltage across the components in the circuit and the generation of heat as energy is dissipated due to the resistance. Increasing resistance can reduce the efficiency of the circuit by impacting the voltage and current levels.
The ratio of current flow through individual branches of a parallel circuit is inversely proportional to the ratio of resistance of each branch.
The secondary load current will change. This, in turn, will cause the primary current to change (the primary current being the phasor sum of the [IS (Np/Ns)] and the primary current (Io).
Conductance is the reciprocal of resistance, representing how easily electric current can flow through a material. It is defined as the ratio of current (I) to voltage (V) and is measured in siemens (S). A higher conductance indicates lower resistance, meaning the material allows more current to pass through for a given voltage. Thus, when discussing conductance, one is effectively looking at the ease of current flow in relation to resistance.
The relation is:P = I2RWhere:I is the current (for example, in amperes)R is the resistance (for example, in ohms)P is the power (energy per second) converted from electrical energy to heat. If the current is in amperes and the resistance in ohms, then power is in watts (equal to joules/second).
To increase current using efficiency, you can optimize the components in the circuit to reduce energy loss and improve the flow of electricity. This can be done by using high-quality materials, minimizing resistance, and ensuring proper insulation to enhance the overall efficiency of the system.