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Electricity and Electric Charge
● Formulas and Calculations ●
The relationship between electrical parameters
Electric voltage V, amperage I, resistivity R, impedance Z, wattage or power P
The nominal impedance Z = 4, 8, and 16 ohms (loudspeakers) is often assumed as resistance R. Ohm's law equation (formula): V = I × R and the power law equation (formula): P = I × V. P = power, I or J = Latin: influare, international ampere, or intensity and R = resistance. V = voltage, electric potential difference Δ V or E = electro motive force (EMF = voltage). |
Enter any two of the following values and click the calculation button. The missing values will be calculated. Enter only two values. |
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V comes from "voltage" and E from "electromotive force". E means also energy, so V is chosen. Energy = voltage × charge. E = V × Q. Some like better to stick to E instead to V, so do it. |
Voltage V = I × R = P / I = √(P × R) in volts V Current I = V / R = P / V = √(P / R) in amperes A Resistance R = V / I = V2 / P = P / I2 in ohms Ω Power P = V × I = R × I2 = V2 / R in watts W |
The Big Power Formulas Electrical and mechanical power calculation |
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Power is like all energy sizes primarily a calculated value. |
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Courtesy of Brian Willis and Causeway Art Studio |
Tip: The electric power triangle (power formula)
The magic triangle can be used to calculate all formulas of the "electric power law". You hide with
a finger the value to be calculated. The other two values show then how to do the calculation.
Please enter two values, the third value will be calculated.
Calculations: Ohm's law - Ohm's magic triangle
Measurement of input impedance and output impedance
ALTERNATING CURRENT (AC) ~
Vl = line voltage (volts), Vp = phase voltage (volts), Il = line current (amps), Ip = phase current (amps)
Z = impedance (ohms), P = power (watts), φ = power factor angle, VAR = volt-amperes (reactive)
Current (single phase): I = P / Vp×cos φ | Current (3 phases): I = P / √3 Vl×cos φ or I = P / 3 Vp×cos φ |
Power (single phase): P = Vp×Ip×cos φ | Power (3 phases): P = √3 Vl×Il×cos φ or P = √3 Vp×Ip×cos φ |
The apparent power S is calculated according to Pythagoras, the active power P and reactive power Q. S = √(P2 + Q2)
QUANTITY | NAME | DEFINITION |
frequency f | hertz (Hz) | 1/s |
force F | newton (N) | kg·m/s² |
pressure p | pascal (Pa) = N/m² | kg/m·s² |
energy E | work joule (J) = N·m | kg·m²/s² |
power P | watt (W)= J/s | kg·m²/s³ |
electric charge Q | coulomb(C) = A·s | |
voltage V | volt (V)= W/A | kg·m²/A.s³ |
capacitance C | farad (F)= C/V = A·s/V = s/Ω | A²·s4/kg·m² |
inductance L | henry (H)= Wb/A = V·s/A | kg·m²/A²·s² |
resistance R | ohm (Ω) = V/A | kg·m²A²·s³ |
conductance G | siemens (S)= A/V | A²·s³/kg·m² |
magnetic flux Φ | weber (Wb) = V·s | kg·m²/A·s² |
flux density F | tesla (T) = Wb/m² = V·s/m² | kg/A·s² |
The flow of electric charge Q is referred to as an electrical current I. The amount of charge per unit time
is the change in electrical current. A current flows at a constant value I. during the time t, it transports the
charge Q = I × t. For a temporally constant power, the relationship between the charge and current: I = Q / t or Q = I × t. Through this relationship, the basic units of amps and second the Coulomb in International System of Units is set. The Coulomb unit can be represented as 1 C = 1 A × s. |
In acoustics we have an "Acoustic equivalent for ohm's law"
Relationships of acoustic sizes associated with plane progressive sound waves
Conversions of many units, like power and energy
prefixes | length | area | volume | weight | pressure | temperature | time | energy | power | density | velocity | acceleration | force
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