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Convert amps, volts to kilovoltamps (kVA) and kilowatts (kW)

330 V	5 A	1.65 kVA
330 V	6 A	1.98 kVA
330 V	7 A	2.31 kVA
330 V	8 A	2.64 kVA
330 V	9 A	2.97 kVA
330 V	10 A	3.3 kVA
330 V	11 A	3.63 kVA
330 V	12 A	3.96 kVA
330 V	13 A	4.29 kVA
330 V	14 A	4.62 kVA
340 V	5 A	1.7 kVA
340 V	6 A	2.04 kVA
340 V	7 A	2.38 kVA
340 V	8 A	2.72 kVA
340 V	9 A	3.06 kVA
340 V	10 A	3.4 kVA
340 V	11 A	3.74 kVA
340 V	12 A	4.08 kVA
340 V	13 A	4.42 kVA
340 V	14 A	4.76 kVA
350 V	5 A	1.75 kVA
350 V	6 A	2.1 kVA
350 V	7 A	2.45 kVA
350 V	8 A	2.8 kVA
350 V	9 A	3.15 kVA
350 V	10 A	3.5 kVA
350 V	11 A	3.85 kVA

350 V	12 A	4.2 kVA
350 V	13 A	4.55 kVA
350 V	14 A	4.9 kVA
360 V	5 A	1.8 kVA
360 V	6 A	2.16 kVA
360 V	7 A	2.52 kVA
360 V	8 A	2.88 kVA
360 V	9 A	3.24 kVA
360 V	10 A	3.6 kVA
360 V	11 A	3.96 kVA
360 V	12 A	4.32 kVA
360 V	13 A	4.68 kVA
360 V	14 A	5.04 kVA
370 V	5 A	1.85 kVA
370 V	6 A	2.22 kVA
370 V	7 A	2.59 kVA
370 V	8 A	2.96 kVA
370 V	9 A	3.33 kVA
370 V	10 A	3.7 kVA
370 V	11 A	4.07 kVA
370 V	12 A	4.44 kVA
370 V	13 A	4.81 kVA
370 V	14 A	5.18 kVA
380 V	5 A	1.9 kVA
380 V	6 A	2.28 kVA
380 V	7 A	2.66 kVA
380 V	8 A	3.04 kVA

380 V	9 A	3.42 kVA
380 V	10 A	3.8 kVA
380 V	11 A	4.18 kVA
380 V	12 A	4.56 kVA
380 V	13 A	4.94 kVA
380 V	14 A	5.32 kVA
390 V	5 A	1.95 kVA
390 V	6 A	2.34 kVA
390 V	7 A	2.73 kVA
390 V	8 A	3.12 kVA
390 V	9 A	3.51 kVA
390 V	10 A	3.9 kVA
390 V	11 A	4.29 kVA
390 V	12 A	4.68 kVA
390 V	13 A	5.07 kVA
390 V	14 A	5.46 kVA
400 V	5 A	2 kVA
400 V	6 A	2.4 kVA
400 V	7 A	2.8 kVA
400 V	8 A	3.2 kVA
400 V	9 A	3.6 kVA
400 V	10 A	4 kVA
400 V	11 A	4.4 kVA
400 V	12 A	4.8 kVA
400 V	13 A	5.2 kVA
400 V	14 A	5.6 kVA
410 V	5 A	2.05 kVA

410 V	6 A	2.46 kVA
410 V	7 A	2.87 kVA
410 V	8 A	3.28 kVA
410 V	9 A	3.69 kVA
410 V	10 A	4.1 kVA
410 V	11 A	4.51 kVA
410 V	12 A	4.92 kVA
410 V	13 A	5.33 kVA
410 V	14 A	5.74 kVA
420 V	5 A	2.1 kVA
420 V	6 A	2.52 kVA
420 V	7 A	2.94 kVA
420 V	8 A	3.36 kVA
420 V	9 A	3.78 kVA
420 V	10 A	4.2 kVA
420 V	11 A	4.62 kVA
420 V	12 A	5.04 kVA
420 V	13 A	5.46 kVA
420 V	14 A	5.88 kVA
430 V	5 A	2.15 kVA
430 V	6 A	2.58 kVA
430 V	7 A	3.01 kVA
430 V	8 A	3.44 kVA
430 V	9 A	3.87 kVA
430 V	10 A	4.3 kVA
430 V	11 A	4.73 kVA
430 V	12 A	5.16 kVA

True power (P_kW) conversion, when voltage (V) and current (I) are various. Power factor (PF) is fixed (0.8). Single phase.

330V	5A	1.32 kW
330V	6A	1.584 kW
330V	7A	1.848 kW
330V	8A	2.112 kW
330V	9A	2.376 kW
330V	10A	2.64 kW
330V	11A	2.904 kW
330V	12A	3.168 kW
330V	13A	3.432 kW
330V	14A	3.696 kW
340V	5A	1.36 kW
340V	6A	1.632 kW
340V	7A	1.904 kW
340V	8A	2.176 kW
340V	9A	2.448 kW
340V	10A	2.72 kW
340V	11A	2.992 kW
340V	12A	3.264 kW
340V	13A	3.536 kW
340V	14A	3.808 kW
350V	5A	1.4 kW
350V	6A	1.68 kW
350V	7A	1.96 kW
350V	8A	2.24 kW
350V	9A	2.52 kW
350V	10A	2.8 kW
350V	11A	3.08 kW

350V	12A	3.36 kW
350V	13A	3.64 kW
350V	14A	3.92 kW
360V	5A	1.44 kW
360V	6A	1.728 kW
360V	7A	2.016 kW
360V	8A	2.304 kW
360V	9A	2.592 kW
360V	10A	2.88 kW
360V	11A	3.168 kW
360V	12A	3.456 kW
360V	13A	3.744 kW
360V	14A	4.032 kW
370V	5A	1.48 kW
370V	6A	1.776 kW
370V	7A	2.072 kW
370V	8A	2.368 kW
370V	9A	2.664 kW
370V	10A	2.96 kW
370V	11A	3.256 kW
370V	12A	3.552 kW
370V	13A	3.848 kW
370V	14A	4.144 kW
380V	5A	1.52 kW
380V	6A	1.824 kW
380V	7A	2.128 kW
380V	8A	2.432 kW

380V	9A	2.736 kW
380V	10A	3.04 kW
380V	11A	3.344 kW
380V	12A	3.648 kW
380V	13A	3.952 kW
380V	14A	4.256 kW
390V	5A	1.56 kW
390V	6A	1.872 kW
390V	7A	2.184 kW
390V	8A	2.496 kW
390V	9A	2.808 kW
390V	10A	3.12 kW
390V	11A	3.432 kW
390V	12A	3.744 kW
390V	13A	4.056 kW
390V	14A	4.368 kW
400V	5A	1.6 kW
400V	6A	1.92 kW
400V	7A	2.24 kW
400V	8A	2.56 kW
400V	9A	2.88 kW
400V	10A	3.2 kW
400V	11A	3.52 kW
400V	12A	3.84 kW
400V	13A	4.16 kW
400V	14A	4.48 kW
410V	5A	1.64 kW

410V	6A	1.968 kW
410V	7A	2.296 kW
410V	8A	2.624 kW
410V	9A	2.952 kW
410V	10A	3.28 kW
410V	11A	3.608 kW
410V	12A	3.936 kW
410V	13A	4.264 kW
410V	14A	4.592 kW
420V	5A	1.68 kW
420V	6A	2.016 kW
420V	7A	2.352 kW
420V	8A	2.688 kW
420V	9A	3.024 kW
420V	10A	3.36 kW
420V	11A	3.696 kW
420V	12A	4.032 kW
420V	13A	4.368 kW
420V	14A	4.704 kW
430V	5A	1.72 kW
430V	6A	2.064 kW
430V	7A	2.408 kW
430V	8A	2.752 kW
430V	9A	3.096 kW
430V	10A	3.44 kW
430V	11A	3.784 kW
430V	12A	4.128 kW

electrician: 2019-10-07 10:10:46

Explanation, description, calculation formula, expression

Voltage (V) is measured by volts (V). Current (I) is measured by Amps (A). Power factor (PF) represents some efficiency ratio, e.g 0.8.

Phase (PH) can be single, then a multiplier is equal to one. It can be three-phase, then a multiplier is equal to sqrt(3).

Kilowatts are equal to 1000 watts. The same situation is for kilovolt-amperes, where 1 kVA is equal to 1000 VA.

Formulas for single-phase

Apparent power P_kVA = I * V / 1000

True power P_kW = I * V * PF / 1000

Current I = 1000 * P_kVA/ V

Current I = 1000 * P_kW/ ( V * PF )

Formulas for three-phase (line-to-line)

Apparent power P_kVA = I * V * sqrt(3) / 1000

True power P_kW = I * V * sqrt(3) * PF / 1000

Current I = P_kVA* 1000 / (V * sqrt(3) )

Current I = P_kW* 1000 / ( V * PF * sqrt(3) )

The formulas in the table is for line-to-line voltage. Then the three-phase affects power by sqrt(3) = 1.732.

Formulas for three-phase (line-to-neutral)

Apparent power
P_kVA = 3 * I * V / 1000

True power
P_kW = 3 * I * V * PF / 1000

Current
I = 1000* P_kVA/ ( 3 * V )

Current
I = 1000 * P_kW/ ( 3 * V * PF)

The formulas in the table are for line-to-neutral voltage. Then the three-phase affects power by 3.

John: 2024-11-02 09:41:26

So, the connection between electrodynamics and mechanics was clearly understood in 1948. It suggested a significant burst which helped to evaluate and develop the field of physics.

To clarify the definition of the unit of electric current, known as the ampere: The ampere is defined as the constant electric current that, when flowing through two parallel and infinitely long conductors with a negligible circular cross-section in a vacuum, generates a measurable interaction force of 2 × 10⁻⁷ newtons (N) between them at a distance of 1 meter apart.

From this setup, we can derive the value of the magnetic constant, marked as μ₀. It is calculated to be μ₀ = 4π × 10⁻⁷ N/A². We all know it reflects the intrinsic relationship between electric current and magnetic fields in a vacuum. This matter is equivalent to the previously mentioned explanation of the ampere. It creates a solid and developing understanding of electromagnetic interactions.

It is important to state the ε₀ dielectric parameter is a fundamental (very well-known) physical constant. It does not require experimental measurement. This is due to its defined relationship with the origin of electromagnetism, linking it directly to the properties of vacuum. By the way, it enables various calculations in electrical engineering and physics. All in all, as we know, these definitions of physics and electricity allow for a compatible and understandable measurement of electric current.

Use username: Guest, Anonymous, Programmer

Convert amps, volts to kilovoltamps (kVA) and kilowatts (kW)

Apparent power (PkVA) conversion, when voltage (V) and current (I) are various. Power factor (PF) is fixed (0.8). Single phase.

True power (PkW) conversion, when voltage (V) and current (I) are various. Power factor (PF) is fixed (0.8). Single phase.

Apparent power (P_kVA) conversion, when voltage (V) and current (I) are various. Power factor (PF) is fixed (0.8). Single phase.

True power (P_kW) conversion, when voltage (V) and current (I) are various. Power factor (PF) is fixed (0.8). Single phase.