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Firing Angle Control
&
Constant Current Control
By:
Kaushik K Naik
naikkaushik93@gmail.com
1
HVDC SEMINAR
Contact for detailed report and ppt files
Firing Angle Control
2
3
Firing Angle Control
Individual Phase Control (IPC) Equidistant Pulse Control (EPC)
Constant α control
Two Schemes
Inverse cosine control
Pulse Frequency control Pulse period control Pulse Phase control
Individual Phase Control(IPC)
– These where used in early days when Mercury arc valves where used.
– Firing instances is determined individually for each valve i.e., phase position of
each control pulses is determined separately for each valve and related to
commutation voltage.
– Six parallel delay circuit is required.
Two ways in which this can be achieved:
1. Constant α control:
4
Individual Phase Control(IPC)
2. Inverse cosine control:
5
The delay angle α is proportional
to the Inverse cosine of the control
voltage.
Individual Phase Control(IPC)
Drawbacks of IPC scheme:
• The major drawback of IPC is the harmonic instability.
• This is mainly due to the fact that any distortion in the system voltage leads to
perturbations in the zero crossing. This effects the instants of firing pulses.
• Thus non characteristic harmonics are generated in AC current which amplifies
the harmonic content in AC voltage at the converter end.
This drawback can be overcome by:
• Use of filters for filtering these non characteristic harmonics. This may be
problematic due to variation in the supply frequency and will add to control
delays.
• Use of firing angle control independent of zero crossings of the AC voltages.
This solution leads to equidistant pulse firing scheme.
6
Equidistant Pulse Control (EPC)
• Equidistant pulse control (EPC)
– No synchronization of control pulses with applied ac voltage.
– Used in modern HVDC.
– It produces pulses at equal intervals of 1/( f*p )
– This method gives low dc output voltage but successful in weak ac system.
Three methods in EPC scheme:
1. Pulse frequency control:
7
Equidistant Pulse Control (EPC)
• The frequency of voltage control oscillator (VCO) is determined by the control
voltage Vc related to the error in current, gamma or voltage.
• The VCO consists of an integrator, comparator and a pulse generator.
• The output pulses of the generator drive the ring counter and also resets the
integrator.
• The instant (tn ) of the firing pulse is determined from following equations
Where V1 is bias voltage and V3 is proportional to the system period.
At steady state Vc=0,
The gain K1 of the integrator is chosen as,
8
Equidistant Pulse Control (EPC)
2. Pulse period control:
• This is similar to PFC except that Vc is summed with V3 instead of V1.
• Thus the instant (tn ) of the pulse generation is given by
Thus we get,
3. Pulse phase control:
• A train of pulses are generated proportional to the control voltage Vc.
• The analog circuit is configured to generate firing pulses according to the
following equation:
• Response of this system is fast as it doesn’t have integrator characteristics.
• Capacitor is used here for charging and discharging. It is maintained between
± ∆V. 9
Vc
V3
Constant Current Control
• FCO-Final Change Order
• CPG- Central Pattern Generator
10
References
• “HVDC Power Transmission Systems : Technology and
system Interactions”, K.R.Padiyar, new age
international,1990.
• High voltage DC transmission : NPTEL lecture videos.
11
12

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Firing Angle & Current Control in HVDC Systems

  • 1. Firing Angle Control & Constant Current Control By: Kaushik K Naik naikkaushik93@gmail.com 1 HVDC SEMINAR Contact for detailed report and ppt files
  • 3. 3 Firing Angle Control Individual Phase Control (IPC) Equidistant Pulse Control (EPC) Constant α control Two Schemes Inverse cosine control Pulse Frequency control Pulse period control Pulse Phase control
  • 4. Individual Phase Control(IPC) – These where used in early days when Mercury arc valves where used. – Firing instances is determined individually for each valve i.e., phase position of each control pulses is determined separately for each valve and related to commutation voltage. – Six parallel delay circuit is required. Two ways in which this can be achieved: 1. Constant α control: 4
  • 5. Individual Phase Control(IPC) 2. Inverse cosine control: 5 The delay angle α is proportional to the Inverse cosine of the control voltage.
  • 6. Individual Phase Control(IPC) Drawbacks of IPC scheme: • The major drawback of IPC is the harmonic instability. • This is mainly due to the fact that any distortion in the system voltage leads to perturbations in the zero crossing. This effects the instants of firing pulses. • Thus non characteristic harmonics are generated in AC current which amplifies the harmonic content in AC voltage at the converter end. This drawback can be overcome by: • Use of filters for filtering these non characteristic harmonics. This may be problematic due to variation in the supply frequency and will add to control delays. • Use of firing angle control independent of zero crossings of the AC voltages. This solution leads to equidistant pulse firing scheme. 6
  • 7. Equidistant Pulse Control (EPC) • Equidistant pulse control (EPC) – No synchronization of control pulses with applied ac voltage. – Used in modern HVDC. – It produces pulses at equal intervals of 1/( f*p ) – This method gives low dc output voltage but successful in weak ac system. Three methods in EPC scheme: 1. Pulse frequency control: 7
  • 8. Equidistant Pulse Control (EPC) • The frequency of voltage control oscillator (VCO) is determined by the control voltage Vc related to the error in current, gamma or voltage. • The VCO consists of an integrator, comparator and a pulse generator. • The output pulses of the generator drive the ring counter and also resets the integrator. • The instant (tn ) of the firing pulse is determined from following equations Where V1 is bias voltage and V3 is proportional to the system period. At steady state Vc=0, The gain K1 of the integrator is chosen as, 8
  • 9. Equidistant Pulse Control (EPC) 2. Pulse period control: • This is similar to PFC except that Vc is summed with V3 instead of V1. • Thus the instant (tn ) of the pulse generation is given by Thus we get, 3. Pulse phase control: • A train of pulses are generated proportional to the control voltage Vc. • The analog circuit is configured to generate firing pulses according to the following equation: • Response of this system is fast as it doesn’t have integrator characteristics. • Capacitor is used here for charging and discharging. It is maintained between ± ∆V. 9 Vc V3
  • 10. Constant Current Control • FCO-Final Change Order • CPG- Central Pattern Generator 10
  • 11. References • “HVDC Power Transmission Systems : Technology and system Interactions”, K.R.Padiyar, new age international,1990. • High voltage DC transmission : NPTEL lecture videos. 11
  • 12. 12