The negative phase sequence damage curve is a graphical representation used in power systems to quantify the impact of negative phase sequence currents on electrical equipment, particularly generators and motors. Negative phase sequence currents arise during unbalanced load conditions and can lead to overheating and mechanical stress in machines. The curve typically plots the magnitude of negative sequence current against the duration of exposure, illustrating the relationship between these factors and the potential for damage. Understanding this curve helps engineers assess the risk of damage and implement protective measures in electrical systems.
The order in which the voltage of the coil reaches to the maximum value is called the Phase Sequence.POSITIVE PHASE SEQUENCE: If the coil is rotated in anticlockwise direction, the phase sequence will be Positive Phase Sequence, i.e., R-Y-B or A-B-C.NEGATIVE PHASE SEQUENCE: If the coil is rotated in clockwise direction, the phase sequence is called Negative Phase Sequence, i.e., R-B-Y or A-C-B.NOTE: Phase Sequence is of great importance in parallel operation of three phase transformers and alternators.
Negative Phase Sequence is Phenomena generally found in motors,the formula for positive phase sequence is : Ip= Ir + a * Iy + a^2*Ibthe formula for negative phase sequence is : In= Ir + a ^2* Iy + a*IbAs the name suggest the sequence of current or the mmf is in reverse order, a reverse order current in stator will produce a reverse order mmf, now this reverse order mmf is rotating in direction opposite to the rotor of the motor, thus the mmf cut is very high and so current induced in stator is considerably high; as for normal mmf it is in direction of rotor so mmf cut is very small thus current induced is very small.this high current in your rotor leads to overheating of your motor and finally burning of your windings.CommentNegative phase sequence is not 'generally found in motors'. But one of the effects of negative phase sequence would be to cause a three-phase motor to reverse direction.
In numerical relays, negative sequence current is calculated using the measured phase currents and voltages. The relay computes the negative sequence components by applying symmetrical components analysis, which decomposes the three-phase currents into positive, negative, and zero sequence components. This is typically done using the formulae: (I_{2} = \frac{1}{3}(I_a + aI_b + a^2I_c)), where (a = e^{j120^\circ}) represents the phase shift. The relay continuously monitors these components to detect unbalanced conditions, which may indicate faults.
Negative sequence current is defined as 3I2 = (phase 1)*(1angle 0) + (phase 2)*(1angle 240) + (phase 3)*(1angle 120) Negative sequence current is seen in three phase power systems due to natural system imbalance. Also during unbalanced fault conditions such as line to line, Line to ground, and line to line to ground faults. It is not seen in purely balanced three phase faults.
Capacitors are used in phase sequence checking because they can help create a phase shift in the electrical signals, allowing for the detection of the phase sequence in three-phase systems. By adding capacitive reactance, capacitors can alter the voltage and current relationships, making it easier to identify the correct order of phases. This is crucial for ensuring that motors and other equipment operate correctly and safely, preventing damage that can occur from phase sequence errors. Additionally, capacitors can improve the accuracy of phase sequence detection by filtering out noise and enhancing signal clarity.
How Negative phase sequence relay work
The order in which the voltage of the coil reaches to the maximum value is called the Phase Sequence.POSITIVE PHASE SEQUENCE: If the coil is rotated in anticlockwise direction, the phase sequence will be Positive Phase Sequence, i.e., R-Y-B or A-B-C.NEGATIVE PHASE SEQUENCE: If the coil is rotated in clockwise direction, the phase sequence is called Negative Phase Sequence, i.e., R-B-Y or A-C-B.NOTE: Phase Sequence is of great importance in parallel operation of three phase transformers and alternators.
please see details in this site http://electricalandelectronics.org/2009/03/17/negative-phase-sequence-relay/
4/4+4*4=20 is it correct by any means or not ? No this garbage has got nothing to do with negative phase sequence current in 3 phase electrical systems.
If you reinstall a three-phase motor with two of the supply conductors interchanged, then the resulting negative phase sequence will cause the motor to run in reverse.
Negative Phase Sequence is Phenomena generally found in motors,the formula for positive phase sequence is : Ip= Ir + a * Iy + a^2*Ibthe formula for negative phase sequence is : In= Ir + a ^2* Iy + a*IbAs the name suggest the sequence of current or the mmf is in reverse order, a reverse order current in stator will produce a reverse order mmf, now this reverse order mmf is rotating in direction opposite to the rotor of the motor, thus the mmf cut is very high and so current induced in stator is considerably high; as for normal mmf it is in direction of rotor so mmf cut is very small thus current induced is very small.this high current in your rotor leads to overheating of your motor and finally burning of your windings.CommentNegative phase sequence is not 'generally found in motors'. But one of the effects of negative phase sequence would be to cause a three-phase motor to reverse direction.
Positive, negative, and zero sequence impedances are calculated using the sequence components of the system's phase currents and voltages. For a three-phase system, you can express the phase currents and voltages in terms of their sequence components using the transformation matrix. The positive sequence impedance is derived from the phase impedances during balanced conditions, while negative and zero sequence impedances are calculated using the same method under unbalanced conditions, typically by analyzing the system's response to faults or imbalances. These impedances are essential for studying fault conditions and system stability in power systems.
In numerical relays, negative sequence current is calculated using the measured phase currents and voltages. The relay computes the negative sequence components by applying symmetrical components analysis, which decomposes the three-phase currents into positive, negative, and zero sequence components. This is typically done using the formulae: (I_{2} = \frac{1}{3}(I_a + aI_b + a^2I_c)), where (a = e^{j120^\circ}) represents the phase shift. The relay continuously monitors these components to detect unbalanced conditions, which may indicate faults.
Negative sequence current is defined as 3I2 = (phase 1)*(1angle 0) + (phase 2)*(1angle 240) + (phase 3)*(1angle 120) Negative sequence current is seen in three phase power systems due to natural system imbalance. Also during unbalanced fault conditions such as line to line, Line to ground, and line to line to ground faults. It is not seen in purely balanced three phase faults.
The log phase of a bacterial growth curve represents exponential growth in cell number. It is followed by the stationary phase, where cell growth stabilizes. The death phase shows a decrease in cell number, but it may not necessarily follow a negative logarithmic trend.
The symbol of phase sequence is RYB
Capacitors are used in phase sequence checking because they can help create a phase shift in the electrical signals, allowing for the detection of the phase sequence in three-phase systems. By adding capacitive reactance, capacitors can alter the voltage and current relationships, making it easier to identify the correct order of phases. This is crucial for ensuring that motors and other equipment operate correctly and safely, preventing damage that can occur from phase sequence errors. Additionally, capacitors can improve the accuracy of phase sequence detection by filtering out noise and enhancing signal clarity.