Tesla (njësi): Dallime mes rishikimesh

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Etiketa: Manual revert
Etiketa: Reverted
Rreshti 6:
Një grimcë që mban një ngarkesë prej një kuloni dhe kalon nëpër fushën magnetike prej 1 tesla në një shpejtësi prej një metri në sekond, fusha provon një forcë me intensitet prej një njutoni, sipas [[Forca e Lorencit|ligjit të Lorencit]]. Si njësi e nxjerrë e sistemit SI, tesla mund të shprehet edhe si 
 
:<math> \mathrm{Tmathrm__L_CURLY__T}
= \dfrac__L_CURLY__\mathrm__L_CURLY__V__R_CURLY__\cdot__L_CURLY__\mathrm__L_CURLY__s}}}__L_CURLY__\mathrm__L_CURLY__m__R_CURLY__^2}
= \dfrac{\mathrm{V}\cdot{\mathrm{s}}}{\mathrm{m}^2}
= \dfrac__L_CURLY__\mathrm__L_CURLY__N}}__L_CURLY__\mathrm__L_CURLY__A__R_CURLY____L_CURLY__\cdot__R_CURLY__\mathrm__L_CURLY__m}}
= \dfrac{\mathrm{N}}{\mathrm{A}{\cdot}\mathrm{m}}
= \dfrac__L_CURLY__\mathrm__L_CURLY__J}}__L_CURLY__\mathrm__L_CURLY__A__R_CURLY____L_CURLY__\cdot__R_CURLY__\mathrm__L_CURLY__m__R_CURLY__^2}
= \dfrac{\mathrm{J}}{\mathrm{A}{\cdot}\mathrm{m}^2}
= \dfrac__L_CURLY__\mathrm__L_CURLY__H__R_CURLY____L_CURLY__\cdot__R_CURLY__\mathrm__L_CURLY__A}}__L_CURLY__\mathrm__L_CURLY__m__R_CURLY__^2}
= \dfrac{\mathrm{H}{\cdot}\mathrm{A}}{\mathrm{m}^2}
= \dfrac__L_CURLY__\mathrm__L_CURLY__Wb}}__L_CURLY__\mathrm__L_CURLY__m__R_CURLY__^2}
= \dfrac{\mathrm{Wb}}{\mathrm{m}^2}
= \dfrac__L_CURLY__\mathrm__L_CURLY__kg}}__L_CURLY__\mathrm__L_CURLY__C__R_CURLY____L_CURLY__\cdot__R_CURLY__\mathrm__L_CURLY__s}}
= \dfrac{\mathrm{kg}}{\mathrm{C}{\cdot}\mathrm{s}}
= \dfrac__L_CURLY__\mathrm__L_CURLY__N__R_CURLY____L_CURLY__\cdot__R_CURLY__\mathrm__L_CURLY__s}}__L_CURLY__\mathrm__L_CURLY__C__R_CURLY____L_CURLY__\cdot__R_CURLY__\mathrm__L_CURLY__m}}
= \dfrac{\mathrm{N}{\cdot}\mathrm{s}}{\mathrm{C}{\cdot}\mathrm{m}}
= \dfrac__L_CURLY__\mathrm__L_CURLY__kg}}__L_CURLY__\mathrm__L_CURLY__A__R_CURLY____L_CURLY__\cdot__R_CURLY__\mathrm__L_CURLY__s__R_CURLY__^2}</math>
= \dfrac{\mathrm{kg}}{\mathrm{A}{\cdot}\mathrm{s}^2} </math>
 
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