The definition of physical dimension in equations, units, appellations, dimensions, equations between quantities etc.

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作者：

Fischer, J

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PHYSIKALISCHE ZEITSCHRIFT | 1936年 / 37卷

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O4 [物理学];

学科分类号：

0702 ;

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页码：120 / 129

页数：10

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[1] ON THE COMPUTATION OF REGRESSION EQUATIONS, PARTIAL CORRELATIONS, ETC.
Thomson, Godfrey H.
[J]. BRITISH JOURNAL OF PSYCHOLOGY-GENERAL SECTION, 1932, 23 : 64 - 68
[2] Quantity Equations, Units and Dimensions
Kneller, E.
[J]. INTERNATIONAL JOURNAL OF MATERIALS RESEARCH, 2022, 54 (05) : 315 - 315
[3] Equations, units and quantities -: How to treat them?
Juláková, E
[J]. CHEMICKE LISTY, 2005, 99 (04): : 250 - 257
[4] DEFINITION, REPRODUCTION, AND MAINTENANCE OF THE UNITS FOR PHYSICAL QUANTITIES AND STANDARDS
GORBATSEVICH, SV
[J]. MEASUREMENT TECHNIQUES, 1981, 24 (04) : 259 - 262
[5] An analogical study of wave equations, physical quantities, conservation and reciprocity equations between electromagnetic and elastic waves
Zang, Yuchen
[J]. Chinese Physics B, 2024, 33 (11)
[6] An analogical study of wave equations, physical quantities,conservation and reciprocity equations between electromagnetic and elastic waves
臧雨宸
[J]. Chinese Physics B., 2024, 33 (11) - 353
[7] Partial Differential Equations for Time Development of Stock Prices, Properties, etc. and the Inverse Power Law
Takagi, Fujio
[J]. PROGRESS OF THEORETICAL PHYSICS SUPPLEMENT, 2009, (179): : 51 - 59
[8] CONSERVED QUANTITIES FOR INTEGRABLE CHIRAL EQUATIONS IN 2+1-DIMENSIONS
IOANNIDOU, T
WARD, RS
[J]. PHYSICS LETTERS A, 1995, 208 (03) : 209 - 213
[9] The dimension concept and the analytical structure of physical equations.
Ehrenfest-Afanassjewa, T.
[J]. MATHEMATISCHE ANNALEN, 1915, 77 : 259 - 276
[10] HOLDER REGULARITY OF SOLUTIONS AND PHYSICAL QUANTITIES FOR THE IDEAL ELECTRON MAGNETOHYDRODYNAMIC EQUATIONS
Wang, Yanqing
Liu, Jitao
He, Guoliang
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