Investigation of Some Trouble in the Generating System of the Commonwealth Edison Co. Formula Map
Formula Map
Section titled “Formula Map”Review layer: these are OCR/PDF-text formula candidates. Promote only after scan verification, mathematical transcription, and notation review.
220
Formula and equation candidates.
38
Strong formula candidates.
135
Reviewable relation candidates.
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Formula Families
Section titled “Formula Families”| Family | Candidates |
|---|---|
| Apparatus, Machines, And Power Systems | 220 |
Highest-Priority Candidates
Section titled “Highest-Priority Candidates”| Candidate | Family | OCR/PDF text | Routes |
|---|---|---|---|
commonwealth-edison-generating-system-trouble-eq-candidate-0007strong-formula-candidate | apparatus-systems | ei = E cos (0 | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0024strong-formula-candidate | apparatus-systems | p’Y=-!|cos(2a>-a) | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0027strong-formula-candidate | apparatus-systems | P=- sin a sin 2co | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0039strong-formula-candidate | apparatus-systems | W= ^-sin a (1-cos 2 Wo ) | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0105strong-formula-candidate | apparatus-systems | 2Eo sin wo = I (2xx+x) | source research review |
commonwealth-edison-generating-system-trouble-eq-impedance-angle-0004strong-formula-candidate | apparatus-systems | z = sqrt(r^2 + x^2); tan a = x / r, OCR candidate | source research review |
commonwealth-edison-generating-system-trouble-eq-interchange-current-0003strong-formula-candidate | apparatus-systems | i = (2E / z) sin(…) sin(…), OCR candidate | source research review |
commonwealth-edison-generating-system-trouble-eq-resultant-voltage-0002strong-formula-candidate | apparatus-systems | e = e1 - e2 = 2E sin(…) sin(…), OCR candidate | source research review |
commonwealth-edison-generating-system-trouble-eq-sync-emfs-0001strong-formula-candidate | apparatus-systems | e1 = E cos(…); e2 = E cos(…), OCR candidate | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0011strong-formula-candidate | apparatus-systems | tan a = - | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0022strong-formula-candidate | apparatus-systems | p”i=- cos a | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0023strong-formula-candidate | apparatus-systems | gives, substituting cos a = - | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0053strong-formula-candidate | apparatus-systems | CI=E cos (i | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0090strong-formula-candidate | apparatus-systems | e = 2E sin | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0095strong-formula-candidate | apparatus-systems | e = 2E sin | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0096strong-formula-candidate | apparatus-systems | ID=- sin w | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0008strong-formula-candidate | apparatus-systems | e2 = Ecos (0+co) | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0010strong-formula-candidate | apparatus-systems | z = r2+x | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0021strong-formula-candidate | apparatus-systems | : p = a small quantity ; these additional terms in (3) and (4) are | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0030strong-formula-candidate | apparatus-systems | for a = 0, that is, in the (theoretical) | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0035strong-formula-candidate | apparatus-systems | - — =- sin a (1 | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0040strong-formula-candidate | apparatus-systems | z= Vr 2+x | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0054strong-formula-candidate | apparatus-systems | e 2 = E cos (1+s) | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0055strong-formula-candidate | apparatus-systems | = E<cos (1 | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0060strong-formula-candidate | apparatus-systems | z= Vr 2+x | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0076strong-formula-candidate | apparatus-systems | - cos (2s0 = a) | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0093strong-formula-candidate | apparatus-systems | e 2 = E cos (0+w) | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0113strong-formula-candidate | apparatus-systems | Xi = xn+Xi2 = total self inductive reactance of alternators or group | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0115strong-formula-candidate | apparatus-systems | Xo=xn+x 2 | source research review |
commonwealth-edison-generating-system-trouble-eq-candidate-0141strong-formula-candidate | apparatus-systems | Xl =.458 +.405 = 863; | source research review |