Single phase has two line voltage wires, separate from each other; three phase power has three line voltage wires, actually saving more energy and thus money.
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The difference is that the power is transmitted divided into 3 parallel lines with the wave forms 120º apart. Energy saving is achieved by using very high transmission voltages hence low currents, feeding step-down Transformers in the users' locality.
No, it is 1.73 times more than single phase.
Single phase formula, kW = I x E x pf/1000
Three phase formula, kW = I x E x 1.73 x pf/1000
Further AnswerThe power 'supplied' by any system is dependent upon the load, not the supply or the configuration of the supply. So the simple answer is that 'it depends' entirely on the load. However, the load capacity of a three-phase system is greater than that of single-phase supply providing the same load current.The horse power rating at 3 phase or single phase is alike ,what will change
is the frame type,that include the service facto.
AnswerThe output power of a motor is determined by the power of the load that it has to drive. So, if you want to replace a 5 horsepower three-phase motor with a single-phase motor, then the single-phase motor must also be 5 horsepower.To show the difference in kWs a 10 HP motor will be used.
The single phase current for a 10 HP motor is listed as 50 amps at 230 volts. The formula for kWs single phase is I x E x pf/1000 = 50 x 230 x .9/1000 = 10350/1000 = 10.35 kw.
The three phase current for a 10 HP motor is listed as 28 amps at 230 volts. The formula for kWs three phase is I x E x 1.73 x pf/1000 = 28 x 230 x 1.73 x .9/1000 = 10027/1000 = 10.02 kWs.
Yes. You have three hot conductors as opposed to one. Size for size, that translates to three times the current. Since three phase power is generally of a higher voltage than one phase power, then power is even higher, typically six times, comparing one phase 240 against three phase 480.
AnswerAssuming that the three-phase system and the single-phase systems have line conductors with the same cross-sectional area, then a three-phase system has the capacity to provide more power than the single-phase system.
For a balanced three-phase load, the equation for power is given by:
P = 1.732 x VL IL x power factor
Assuming a single-phase load is connected across two line conductors of a three-phase supply, then the equation becomes:
P =VL IL x power factor
So, as you can see, the power supplied by a three-phase system to a balanced load, is 1.732 times that of a corresponding single-phase system.
In general yes. For a given physical size of motor 3 phase will be more powerful than single phase. Generally they provide more starting torgue, that is will come up to full speed under load more quickly and are less likely to stall. A common reason for chosing 3-phase motors is that since the current is spread over 3 conductors out-of-phase the wiring to them can be thinner - i.e. cheaper, though the motors and switchgear are more expensive.
No. Three phase motors do not consume more energy than single phase motors.
AnswerThe energy consumed by any type of motor depends on its power and efficiency. If the power is the same, then the energy consumed is roughly the same -regardless of whether it is a.c. or d.c., single-phase or three-phase. The reason I say 'roughly the same', is because for a given output power (power ratings are always output power), some motors are more efficient than others, so their input power (and, hence, energy consumed) will vary. But efficiency can very between machines of the same type, as well as for different types of machine.
If I have 1 KW In 3 Phase it will give 1.54 A and In single phase it will give 4.6 AFor cosF 0.9V 415 3 phV 240 1 phIt seems the reason is because the current is carried on more wires. Also, remember that if wattage stays constant, then as voltage increases, current decreases.AnswerIt really depends on the load. Are you assumining the three-phase load to be the same as the single-phase load or, as it is likely to be in practice, three times the value of the single-phase load?But, in either case, the single-phase current will not be double the the three-phase (line) current!The equation for the load current supplying a single-phase is: I = P / (E x power factor)The equation for the line current supplying a balanced three-phase system is: IL = P / (1.732 x E x power factor)If you insert real figures into these equations, (240 V for the single-phase voltage and 415 V for the three-phase line voltage) then you will find that, when the three-phase load is threetimes that of the single-phase load, the supply currents will be exactly the same. On the other hand, if you assume that the three-phase load is exactly the same as the single-phase load, then you will find that the three-phase line current will be one-third that of the single-phase current.
Three-phase power systems produce 1.5 times more power compared to single-phase systems of the same voltage and current. This is because three-phase systems allow for a more balanced load distribution and smoother power delivery.
To convert watts to amps in a single-phase electrical system, divide the power (in watts) by the voltage (in volts) and then divide the result by the power factor. The formula is: Amps = Watts / (Volts * Power Factor). This will give you the current in amperes drawn by the load.
The real power in kilowatts (kW) is equal to the apparent power in kilovolt-amps (kVA), times the power factor PF. The equation to use, for converting kW from kVA is, kW = kVA × PF. Using this equation the power factor needs to be known. If it is not known then use .8 and this will give you results close enough. kW = 2 x .8 = 1.6 kW or 1600 watts.
You would connect two of the three phase power lines to the primary winding of the transformer and leave the third one disconnected. This will effectively create a single phase system with a center tap.
At 50Hz it's 50x60x60 = 180000
As watts are made of volts times amps, the answer would be 0.660kw.
There are a few reasons. In my opinion the most common is cost. In an industrial setting, three phase power is used to power motor loads. A three phase induction motor is more efficient than a single/split phase motor. They also have higher starting torque. A three phase load will also typically have a lower amp rating for the same size load as single phase. This saves money because you can use smaller wire.
3-phase is used to transmit power over distance because less wire is needed for a given amount of power. 3-phase induction motors produce a steady torque and don't need a starting coil to make them start rotating the right way.
If I have 1 KW In 3 Phase it will give 1.54 A and In single phase it will give 4.6 AFor cosF 0.9V 415 3 phV 240 1 phIt seems the reason is because the current is carried on more wires. Also, remember that if wattage stays constant, then as voltage increases, current decreases.AnswerIt really depends on the load. Are you assumining the three-phase load to be the same as the single-phase load or, as it is likely to be in practice, three times the value of the single-phase load?But, in either case, the single-phase current will not be double the the three-phase (line) current!The equation for the load current supplying a single-phase is: I = P / (E x power factor)The equation for the line current supplying a balanced three-phase system is: IL = P / (1.732 x E x power factor)If you insert real figures into these equations, (240 V for the single-phase voltage and 415 V for the three-phase line voltage) then you will find that, when the three-phase load is threetimes that of the single-phase load, the supply currents will be exactly the same. On the other hand, if you assume that the three-phase load is exactly the same as the single-phase load, then you will find that the three-phase line current will be one-third that of the single-phase current.
To answer your question properly, you need to know the input power to these machines, whereas you are specifying their output powers. In other words, you really need to know their efficiencies in order to determine their input powers.Once you have figured out their input powers, then you need to divide the power by the supply voltage in the case of the single-phase motor, and the power divided by 1.732 times the supply voltage in the case of the three-phase motor.Incidentally, your motors' specs should either be 230/400 V or 240/415 V, NOT 230/415 V.
The electrical engineering 3 phase is calculated by mathematics. The total active power is equivalent to three times the power of an individual phase.
With a three-phase system the voltage quoted is the line-to-line voltage between any two live lines. To find the line-to-neutral voltage divide by 1.732 which is sqrt(3). The power supplied from each phase is the current times the line-to-neutral voltage (times the power factor if less than 1). To find the total power when the currents are equal, multiply by 3.
Three-phase power systems produce 1.5 times more power compared to single-phase systems of the same voltage and current. This is because three-phase systems allow for a more balanced load distribution and smoother power delivery.
The formula is: current (in amps) = power (in watts) , divided by (240 times the power factor). The power factor is 1 for incandescent light or heaters, otherwise it can be assumed to be 0.75 for other loads.
Power, in 'watts'.
Single phase alters from positive to negative at 50 (50hz) or 60 (60hz) times per minute. While in dc it does not vary but stays at a constant positive phase.