首页> 外国专利> THREE-PHASE Elektromashina two-layer windings 22c = 2p poles at z = z = 72c and 78c slots

THREE-PHASE Elektromashina two-layer windings 22c = 2p poles at z = z = 72c and 78c slots

机译:三相Elektromashina两层绕组22c = 2p极,z = z = 72c和78c槽

摘要

1. u0442u0440u0435u0445u0444u0430u0437u043du0430u00a0 u0434u0432u0443u0445u0441u043bu043eu0439u043du0430u00a0 u044du043bu0435u043au0442u0440u043eu043cu0430u0448u0438u043du043du0430u00a0 wire in 2u0440 = 22u0441 poles at z = 72u0441 u043fu0430u0437u0430u0445 with the number of grooves on the pole and phase (q = z / 3p = 24 / 11, u0432u044bu043fu043eu043bu043du00a0u0435u043cu0430u00a0 of 3u0440u0441 u043au0430u0442u0443u0448u0435u0447u043du044bu0445 groups with numbers of t 1g to 33u0433u0441 and the coils on the u0440u00a0u0434u0443 32222322222, u043fu043eu0432u0442u043eu0440u00a0u0435u043cu043eu043cu0443 3c, u043eu0442u043bu0438u0447u0430u044eu0449u0430u00a0u0441u00a0, however, that in the first group 1g.11u0433 coils are the steps u043fu0430u0437u0430u043c cb = 3 with the numbers of coils (1 - x) wk, wk, (1 - x) wk in 1g, 6u0433, (1 + x) wk, (1 - x) wk in 2u0433, 7u0433, 8u0433, (1 - x) wk, (1 + x) wk in 5u0433, 10u0433, 11u0433 and u0443u043fi = 4, 2 (1 + x) wk, (1 - x) wk u0432u0438u0442u043au0430u043cu0438 in 3u0433, 4u0433, 9u0433 of x = 0.42 and a distribution of the u043du0435u0440u0430u0432u043du043eu0432u0438u0442u043au043eu0432u044bu0445 u043fu043eu0432u0442u043eu0440u00a0u0435u0442u0441u00a0 coils in each subsequent group, where c = 1, 2, 3,..., the number of turns 2wk grooves, completely filled with coils.;2. u0442u0440u0435u0445u0444u0430u0437u043du0430u00a0 u0434u0432u0443u0445u0441u043bu043eu0439u043du0430u00a0 u044du043bu0435u043au0442u0440u043eu043cu0430u0448u0438u043du043du0430u00a0 wire in 2u0440 = 22u0441 poles at z = 78u0441 u043fu0430u0437u0430u0445 with the number of grooves on the pole and phase (q = z / 3p = 26 / 11, u0432u044bu043fu043eu043bu043du00a0u0435u043cu0430u00a0 of 3u0440u0441 u043au0430u0442u0443u0448u0435u0447u043du044bu0445 groups with numbers of t 1g to 33u0433u0441 and the coils on the u0440u00a0u0434u0443 32322322322, u043fu043eu0432u0442u043eu0440u00a0u0435u043cu043eu043cu0443 3c, u043eu0442u043bu0438u0447u0430u044eu0449u0430u00a0u0441u00a0, however, that in the first group 1g.11u0433 group u0442u0440u0435u0445u043au0430u0442u0443u0448u0435u0447u043du044bu0435 have steps out on u043fu0430u0437u0430u043c u0443u043fi = 6, 4, 2 (1 - x) wk, wk, (1 - x) wk u0432u0438u0442u043au0430u043cu0438 and u0434u0432u0443u0445u043au0430u0442u0443u0448u0435u0447u043du044bu0435 - 'u043fi = 5, 3 with wk, (1 - x) wk u0432u0438u0442u043au0430u043cu0438 of x = 0.39 and distribution u043du0435u0440u0430u0432u043du043eu0432u0438u0442u043au043eu0432u044bu0445 u043fu043eu0432u0442u043eu0440u00a0u0435u0442u0441u00a0 coils in each subsequent group, where c = 1, 2, 3,..., the number of turns 2wk grooves, completely filled with coils.
机译:1. u0442 u0440 u0435 u0445 u0444 u0430 u0437 u043d u0430 u0445 u00a0 u0434 u0432 u0443 u0445 u0441 u043b u043e u0439 u043d u043d u0430 u00a0 u044d u043b u043a u0442 u0440 u043e u043c u0430 u0448 u0438 u043d u043d u0430 u00a0导线在2 u0440 = 22 u0441极在z = 72 u0441 u043f u0430 u0437 u0430 u0445带有极点和相上的凹槽数量(q = z / 3p = 24 / 11, u0432 u044b u043f u043e u043b u043d u00a0 u0435 u043c u0430 u00a0 of 3 u0440 u0441 u043a u0430 u0442 u0443 u0448 u0435 u0447 u043d u044b u0445组和t1g至33 u0433 u0441的组以及 u0440 u00a0 u0434 u0443上的线圈32222322222, u043f u043e u0432 u0442 u043e u0440 u00a0 u0435 u043c u043e u043c u043c u0443 3c, u043e u0442 u043b u0438 u0447 u0430 u044e u0449 u0430 u00a0 u0441 u00 ,则在第一组1g.11 u0433线圈中是 u043f u0430 u0437 u0430 u043c cb = 3,其中线圈数(1-x)wk,wk,(1-x)wk以1g ,6 u0433,(1 + x)wk,(1-x)wk in 2 u0433、7 u0433、8 u0433 ,(1-x)wk,(1 + x)wk in 5 u0433,10 u0433,11 u0433 and u0443 u043fi = 4,2(1 + x)wk,(1-x)wk u0432 u0438 u0442 u043a u0430 u043c u0438 in x = 0.42的3 u0433、4 u0433、9 u0433以及 u043d u0435 u0440 u0430 u0432 u043d u043e u0432 的分布u0438 u0442 u043a u043e u0432 u044b u0445 u043f u043e u0432 u0442 u043e u0440 u00a0 u0435 u0442 u0441 u0040线圈在每个后续组中,其中c = 1,2,3, ...,匝数为2wk的凹槽,完全充满了线圈;; 2。 u0442 u0440 u0435 u0445 u0444 u0430 u0437 u043d u0430 u0445 u00a0 u0434 u0432 u0443 u0445 u0441 u043b u043e u0439 u043d u043d u0430 u00a0 u044d u043b u043d u0442 u0440 u043e u043c u0430 u0448 u0438 u043d u043d u0430 u00a0线的2 u0440 = 22 u0441极在z = 78 u0441 u043f u0430 u0437 u0430 u0445极和相上的凹槽数(q = z / 3p = 26 / 11, u0432 u044b u043f u043e u043b u043d u00a0 u0435 u043c u0430 u00a0 of 3 u0440 u0441 u043a u0430 u0442 u0443 u0448 u0435 u0447 u043d u044b u0445组和编号为t 1g至33 u0433 u0441的组以及 u0440 u00a0 u0434 u0443 32322322322, u043f u043e u0432 u0442 u043e u0440 u00a0 u0435 u043c u043e u043c u043c u0443 3c, u043e u0442 u043b u0438 u0447 u0430 u044e u0449 u0430 u0030 u00a0 u0441 u00a0是,第一组1g.11 u0433中的组 u0442 u0440 u0435 u0445 u043a u0430 u0442 u0443 u0448 u0435 u0447 u043d u043d u044b u0435在 u043f u0430 u0437 u0430上有步骤 u043c u0443 u043fi = 6,4,2(1-x)wk,wk,( 1-x)wk u0432 u0438 u0442 u043a u0430 u043c u0438和 u0434 u0432 u0443 u0445 u043a u0430 u0442 u0443 u0448 u0435 u0435 u0447 u043d u044b u0435-' u043fi = 5,3 with wk,(1-x)wk u0432 u0438 u0442 u043a u0430 u043c u0438 of x = 0.39 and distribution u043d u0435 u0440 u0430 u0432 u043d u043e 每个后续组中的u0432 u0438 u0442 u043a u043e u0432 u044b u0445 u043f u043e u0432 u0442 u043e u0440 u00a0 u0435 u0442 u0441 u0040线圈,其中c = 1,2, 3,...,匝数为2wk的凹槽,完全充满了线圈。

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