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Phần 1 KHÓA ĐÀO TẠO TÍNH TOÁN ỔN ĐỊNH VÀ ỨNG DỤNG TRÊN PHẦN MỀM PSSE CHO KỸ SƯ HỆ THỐNG ĐIỆN (Lý thuyết về Ổn định hệ thống điện)

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NÔI DUNG CỦA PHẦN 1 BAO GỒM: • Definitions of Stability. • Types of Stability. • Angular Stability Analysis. • Operational Limits of Synchronous Operational Limits of Synchronous Machines.

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A Division of Global Power

POWER SYSTEM STABILITY CALCULATION TRAINING

D 1 B i P i i l Day 1 - Basic Principles

• July 4, 2013 Prepared by: Peter Anderson

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OUTLINE OUTLINE

• Definitions of Stability

• Types of Stability

• Angular Stability Analysis

• Operational Limits of Synchronous Operational Limits of Synchronous

Machines

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BASIC PRINCIPLES BASIC PRINCIPLES

Power System Stability:

What does it mean?

A power system at a given operating state is stable if following a given disturbance or a set of disturbances

following a given disturbance, or a set of disturbances, the system state stays within specified bounds and the system reaches a new stable equilibrium state within a

ifi d i d f ti specified period of time

Multi-faceted problem depending on:

Time Span of Interest p Nature & Size of the Disturbance Physical Nature of any resulting Instability

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BASIC PRINCIPLES

BASIC PRINCIPLES

Power System Stability:

IEEE/CIGRE Working Group

Power system stability is the ability of an electric power system, for a given initial operating condition, to regain a state of operating equilibrium after being subjected to a p g q g j physical disturbance, with most system variables bounded so that practically the entire system remains intact

It is not necessary that the system regains the same steady state

operating equilibrium as prior to the disturbance This would be the

case when e.g the disturbance has caused any power system

component (line, generator, etc.) to trip Voltages and power flows will

not be the same after the disturbance in such a case Most

disturbances that are considered in stability analyses incur a change

disturbances that are considered in stability analyses incur a change

in system topology or structure.

It is important that the final steady state operating equilibrium after the

fault is steady state acceptable Otherwise protections or control

actions could introduce new disturbances that might influence the

actions could introduce new disturbances that might influence the

stability of the system Acceptable operating conditions must be

clearly defined for the power system under study.

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TYPES OF STABILITY TYPES OF STABILITY

Power System Stability

Frequency Stability Angular Stability Voltage Stability

Small 

Disturbances

Large  Disturbances Short  Term Long Term

Small  Disturbances

Large  Disturbances

Short Term Long Term Short Term

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TYPICAL TIME SPANS TYPICAL TIME SPANS

Harmonics Power Flow Fault Currents

Long‐Term Stability Short‐Term Stability

Stator Transients Resonance/Saturation Switching

Lightning

Time (s)

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ANGULAR STABILITY ANGULAR STABILITY

The ability of the Synchronous Machines

within a Power System to remain In

Synchronism following a disturbance

 Large Disturbances (Transient Stability)

 Small Disturbances (Small signal or Dynamic

 Small Disturbances (Small-signal or Dynamic

Stability)

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FREQUENCY STABILITY

FREQUENCY STABILITY

The ability of the Synchronous Machines

within a Power System to restore the System

Frequency to within an acceptable range

following a disturbance

 Short-Term (Governor action)

 Long-Term (Turbines, Boilers, Nuclear Reactors)

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VOLTAGE STABILITY

VOLTAGE STABILITY

At every node in the system, the “Actual

Injected Reactive Power” is equal to the

Injected Reactive Power” is equal to the

“Desired Injected Reactive Power” required

to maintain the node voltage within

t bl li it acceptable limits

 Local in nature since it is difficult to transport

 Local in nature since it is difficult to transport

reactive power through the network (X>>R)

 Short-Term (1-5 s Induction motors, Electronically

controlled loads, HVDC converters)

controlled loads, HVDC converters)

 Long-Term (10s-5 m Tap changers,

Thermostatically controlled loads, Generation

current limiters))

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APPLICATION OF ANGULAR STABILITY

ANALYSIS

Disturbance Corrective 

Actions

State-A: Power Flow

State-B: Power Flow

Transit from State-A to State-A’: Stability Analysis

Transit from State-A to State-A : Stability Analysis

Transit from State-A’ to State-B: Stability Analysis

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SYNCHRONOUS MACHINES SYNCHRONOUS MACHINES

Power-Angle Relationship g p

sin X

0 4 0.6 0.8 1

0 30 60 90 120 150 180

Load Angle (deg)

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STEADY STATE OPERATIONAL LIMITS

STEADY-STATE OPERATIONAL LIMITS

Limiting Factors:

Stator Current Thermal Limit

•Rated Current (1 0 pu)

Field Current Thermal Limit

•Short Circuit Ratio (SCR≈1/Xd)

Rotor Angle Stability Limit

•Dependent on Exciter Speed of Response

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OPERATIONAL LIMITS FOR SYNCHRONOUS

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Stator Current Limit 1.25

Stator Current Limit

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OPERATIONAL LIMITS FOR SYNCHRONOUS

GENERATORS

Field Current Limit

IFrated = √{(SCR+sinθ)2 + cosθ2}

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OPERATIONAL LIMITS FOR SYNCHRONOUS

GENERATORS

Composite Operating Limits 1.25

Composite Operating Limits

Limits are reduced by:

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OPERATIONAL LIMITS FOR SYNCHRONOUS

GENERATORS

Case Study

/ / Rated MVA = 200 MVA/Xd = 1.5/Rated power factor = 0.9

220

180MW Generator/Slow-Acting Exciter

RATED MW

140 160 180 200 220

60 80 100 120 140

REACTIVE POWER (MVAR)

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Case Study

/ / Rated MVA = 200 MVA/Xd = 1.5/Rated power factor = 0.9

220

180MW Generator/Fast-Acting Exciter

RATED MW

140 160 180 200 220

60 80 100 120 140

REACTIVE POWER (MVAR)

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