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Engineering Mathematics: A Series of Lectures Delivered at Union College Visual Map

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Equivalent Sine Waves And Harmonics
Equivalent Sine Waves And Harmonics

Modern reading aid for wave-shape analysis and higher harmonics.

harmonics, wave-shape, fourier-analysis

Open SVG - recreated visual index

Hysteresis Loss Law
Hysteresis Loss Law

Modern reading aid for the Steinmetz law and magnetic energy loss per cycle.

hysteresis, magnetic-loss, effective-resistance

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Engineering Number Plane
Engineering Number Plane

Modern reading aid for number, direction, and symbolic calculation in Engineering Mathematics.

complex-quantities, number, symbolic-method

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AC Symbolic Method Redraw Sheet
AC Symbolic Method Redraw Sheet

Modern redraw sheet for rectangular components, resultant addition, and quarter-period j rotation.

symbolic-method, complex-quantities, phasor, operator-j

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Phasor And Symbolic Method
Phasor And Symbolic Method

Modern reading aid for vector and complex-number representation of alternating quantities.

symbolic-method, complex-quantities, phase, phasor

Open SVG - recreated visual index

Hysteresis Loop
Hysteresis Loop

Modern guide for magnetic lag, loop area, and energy loss per cycle.

hysteresis, magnetism, magnetic-loss, effective-resistance

Open SVG - recreated visual index

CandidateCaption leadSectionRoutes
engineering-mathematics-fig-005
Fig. 5
■e- FiG. 5. tance in the direction rotated 90 deg. from +2, or in quadratureChapter 1: The General Numbersource
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engineering-mathematics-fig-006
Fig. 6
+3 Fig. 6. For instance, in problems dealing with plain geometry, as inChapter 1: The General Numbersource
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engineering-mathematics-fig-010
Fig. 10
There are therefore n different valuesof av^ + 1, which lie equidistant on a circle with radius 1, as shown for n = 9 in Fig. 10. 14. In the operation of addition, a + 6 = c, the problem is, a and 6 being given, to fi…Chapter 1: The General Numbersource
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engineering-mathematics-fig-020
Fig. 20
d) — I — 1 0 (D — I — I — I — I — I — I — I — © — I — • — I O A B C Fig. 20. horses, multiplication has no physical meaning. If they repre- sent feet, the product of multiphcation has a physical meaning,Chapter 1: The General Numbersource
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engineering-mathematics-fig-046
Fig. 46
of the exactness of the results resulting from the limited num- FiG. 46. ber of numerical values of i, on which the calculation is based.Chapter 3: Trigonometric Seriessource
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engineering-mathematics-fig-047
Fig. 47
able to supply the charging current of the line, due to the Fig. 47. wave shape distortion, more than two generators are required.Chapter 3: Trigonometric Seriessource
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engineering-mathematics-fig-048
Fig. 48
purposes, as short-distance distribution. Fig. 48. In Figs. 47 and 48 are plotted the voltage wave and the current wave, from equations (9) and (14) repsectively, andChapter 3: Trigonometric Seriessource
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engineering-mathematics-fig-049
Fig. 49
As seen from Fig. 49, the fundamental wave has practically Fig. 49. vanished, and the voltage wave is the seventh harmonic, modi-Chapter 3: Trigonometric Seriessource
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engineering-mathematics-fig-057
Fig. 57
?ro (62) Fig. 57. Substituting (61) into (62) gives,Chapter 3: Trigonometric Seriessource
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