Capacity generator

Generator power is divided into two parts: + Standby power and continuous power
Depending on the source of the load, the customer chooses to buy for himself or herself, company, factory or building a proper generator and power for his workplace. Over time competitive prices, many types of generators are imported with high technical requirements or just run the generator is cheaper than in China, many companies need a stable source. If you are running multiple brands, choose from the EU or UK.
Each machine comes in a variety of configurations, including Cummins, Perkins, Mitsubishi, Johndeere, Kohler, and Cummins Ccemins and Copy Stamford.
How power capacity is appropriate: Line load determines whether the machine has enough capacity and often try the generator when the acceptance is the wind or water load.

So calculate the load test to reasonable:
For example, a 150 Kva Standby machine with a 3-phase power reserve of 400 Vac / 230 Vac
The reserve capacity is 120 Kw / 150 Kva
Continuous power is: 109 Kw / 136 Kva
The rated load on one phase is 217 (A) per phase with the phi phi equal to 0.8 and usually people try to wind the cos phi will be equal to 1.
So what proves the coefficient phi: Measured by the dedicated clock or the Deepsea control panel will specify the power running in the cos phi coefficient is how much.

So when you try to load with a charge of 1, the full load of the 150 Kva is 173 (A) / 1 phase, and with this current, many experienced technical experts are still wondering why the recording parameters On the machine is 217 (A), but try full load is only 173 (A), this number depends on the coefficient Cos phi.
Often technical experts or technicians in the machine industry often ask and conclude when the rated load on a phase of the generator is usually immediately given the total power of the machine multiplied by 1.52 and many multiply by 1.51 or 1.50 so where does this come from?
Let’s continue the problem: 1 Kw = 1000 W = P = base 3 * U * I * So if you want to simulate the load current with a capacity of 1000 W then people will calculate: I = 1000 / 1.72 * 380 = 1.52 and with the 400 Vac is 1.45
With a 400-volt Perkin machine, multiply by 1.45 is perfectly reasonable.

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