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Self-Capacitance of Coil Formula

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Coil Self Capacitance refers to the inherent capacitance that exists between the turns of wire in a coil or inductor. Check FAQs

C self = C a - C v

C_self - Coil Self Capacitance?C_a - Additional Capacitance?C_v - Voltmeter Capacitance?

Self-Capacitance of Coil Example

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Here is how the Self-Capacitance of Coil equation looks like with Values.

Here is how the Self-Capacitance of Coil equation looks like with Units.

Here is how the Self-Capacitance of Coil equation looks like.

3.12 = 5.37 - 2.25

3.12F = 5.37F - 2.25F

3.12 = 5.37 - 2.25

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Self-Capacitance of Coil Solution

Follow our step by step solution on how to calculate Self-Capacitance of Coil?

FIRST Step Consider the formula

C self = C a - C v

Next Step Substitute values of Variables

∴

C self = 5.37F - 2.25F

Next Step Prepare to Evaluate

∴

C self = 5.37 - 2.25

LAST Step Evaluate

∴

C self = 3.12F

Self-Capacitance of Coil Formula Elements

Variables

Coil Self Capacitance

Coil Self Capacitance refers to the inherent capacitance that exists between the turns of wire in a coil or inductor.

Symbol: C_self

Measurement: CapacitanceUnit: F

Note: Value should be greater than 0.

Formulas to find Coil Self Capacitance

Additional Capacitance

Additional Capacitance is defined as is the ratio of the amount of electric charge stored on a conductor to a difference in electric potential.

Symbol: C_a

Measurement: CapacitanceUnit: F

Note: Value should be greater than 0.

Formulas to find Additional Capacitance

Voltmeter Capacitance

Voltmeter Capacitance refers to the inherent capacitance present in a voltmeter due to its construction and design.

Symbol: C_v

Measurement: CapacitanceUnit: F

Note: Value should be greater than 0.

Formulas to find Voltmeter Capacitance

Other formulas in Voltmeter Specifications category

Go Voltage of Moving Iron Voltmeter

V = I m \cdot \sqrt{{(R i_m + R S)}^{2} + {(ω \cdot L)}^{2}}

Go Voltage Multiplying Power of Moving Iron Voltmeter

m = \sqrt{\frac{{(R i_m + R S)}^{2} + {(ω \cdot L)}^{2}}{{(R i_m)}^{2} + {(ω \cdot L)}^{2}}}

Go Deflecting Torque of Electrodynamometer Voltmeter

T = {(\frac{V t}{Z})}^{2} \cdot dM|dθ \cdot \cos (ϕ)

Go Deflection Angle of Electrodynamometer Voltmeter

θ = \frac{{V t}^{2} \cdot dM|dθ \cdot \cos (ϕ)}{k \cdot Z^{2}}

How to Evaluate Self-Capacitance of Coil?

Self-Capacitance of Coil evaluator uses Coil Self Capacitance = Additional Capacitance-Voltmeter Capacitance to evaluate the Coil Self Capacitance, The Self-Capacitance of Coil formula is defined as a single-layer air-core coil that is directly proportional to its diameter. Coil Self Capacitance is denoted by C_self symbol.

How to evaluate Self-Capacitance of Coil using this online evaluator? To use this online evaluator for Self-Capacitance of Coil, enter Additional Capacitance (C_a) & Voltmeter Capacitance (C_v) and hit the calculate button.

FAQs on Self-Capacitance of Coil

What is the formula to find Self-Capacitance of Coil?

The formula of Self-Capacitance of Coil is expressed as Coil Self Capacitance = Additional Capacitance-Voltmeter Capacitance. Here is an example- 27.75 = 5.37-2.25.

How to calculate Self-Capacitance of Coil?

With Additional Capacitance (C_a) & Voltmeter Capacitance (C_v) we can find Self-Capacitance of Coil using the formula - Coil Self Capacitance = Additional Capacitance-Voltmeter Capacitance.

Can the Self-Capacitance of Coil be negative?

No, the Self-Capacitance of Coil, measured in Capacitance cannot be negative.

Which unit is used to measure Self-Capacitance of Coil?

Self-Capacitance of Coil is usually measured using the Farad[F] for Capacitance. Kilofarad[F], Millifarad[F], Microfarad[F] are the few other units in which Self-Capacitance of Coil can be measured.

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Self-Capacitance of Coil Formula

Self-Capacitance of Coil Example

Self-Capacitance of Coil Solution

Self-Capacitance of Coil Formula Elements

Other formulas in Voltmeter Specifications category

How to Evaluate Self-Capacitance of Coil?

FAQs on Self-Capacitance of Coil

Variable Name