CONSTRUCTION OF GENERATOR CAPABILITY A CURVES

construction of generator ca atcs ca atcs capability curves construction of generator ca atcs ca atcs capability curves

e2010.drustvo.termicara.com
from e2010.drustvo.termicara.com More from this publisher
27.08.2015 Views

Potier reactance dependence on the load and the new method for its determination • The Potier reactance value for the rated regime (x Pn )is approximately equal to the value of the reactive load i’ = i an·sinφ n (u = u n , i’ = i an·sinφ n i φ = 90 o ), i.e. (Figure 4): x P,n P,n = x’ P,90 , for i 90 ’ = i an· · sinφ n ……………………….… (1) • This rule was verified on the example of generator GTHW 360 (360 MW) for regimes around the nominal (P G ≈ P Gn and Q G ≈ Q Gn )i ), i.e. by comparison of: • measured values (I f,meas ), and • calculated values (I f,calc ), on the basis of Potier reactances (x P ) for Q G,cosφ=0 ≈ Q Gn . And, it is obtained I f,calc = I f,meas ±04% ±0.4%

Potier reactance dependence on the load and the new method for its determination • Based on the equivalence (1) and Figure 4, it is possible to write a general equivalence x P,n P,n = x’ P,90 , for i 90 ’ = i a· sinφ n ………………………….. (2) • The explanation is based on following facts: • The electromotive force has approximately the same values (e P ≈e l ), in • reactive load region i’ = i an·sinφ n and • nominal generator region, i.e. e’ l90 90≈e ln =0B and e’ P90 ≈ e Pn =0C (Figure 4), • The corresponding components of the magnetic leakage of • the rotor excitation coil and • the armature winding (on the stator), depend mostly on the reactive load.

Potier reactance dependence on the load and<br />

the new method for its determination<br />

• Based on the equivalence (1) and Figure 4, it is possible to write a<br />

general equivalence<br />

x P,n<br />

P,n = x’ P,90<br />

, for i 90 ’ = i a· sinφ n ………………………….. (2)<br />

• The explanation is based on following facts:<br />

• The electromotive force has approximately the same values (e P ≈e l ), in<br />

• reactive load region i’ = i an·sinφ<br />

n and<br />

• nominal generator region, i.e. e’ l90 90≈e ln =0B and e’ P90<br />

≈ e Pn =0C (Figure 4),<br />

• The corresponding components of the magnetic leakage of<br />

• the rotor excitation coil and<br />

• the armature winding (on the stator),<br />

depend mostly on the reactive load.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!