查询词典 backward motion
- 与 backward motion 相关的网络解释 [注:此内容来源于网络,仅供参考]
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NEWTON'S FIRST LAW OF MOTION:牛顿运动第一定律","path","路程
"magnified","放大的" | "Newton's first law of motion","牛顿运动第一定律","path","路程" | "Newton's second law of motion","牛顿运动第二定律","path difference","程差"
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Newton's second law of motion:牛顿第二运动定律
牛顿运动定律是由地球人艾萨克.牛顿(Sir Isaac Newton)总结于17世纪并发表于>的牛顿第一运动定律(Newton's first law of motion)即惯性定律(law of inertia)、牛顿第二运动定律(Newton's second law of motion)和牛顿第三运动定律
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Newton's second law of motion:牛顿运动第二定律
Newton's ring 牛頓環 | Newton's second law of motion 牛頓運動第二定律 | Newton's third law of motion 牛頓運動第三定律
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Newton's second law of motion:牛顿运动第二定
1595 Newton's ring 牛顿环 | 1596 Newton's second law of motion 牛顿运动第二定 | 1597 Newton's third law of motion 牛顿运动第三定
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Newton's third law of motion:牛顿运动第三定律
Newton's second law of motion 牛頓運動第二定律 | Newton's third law of motion 牛頓運動第三定律 | Newtonian fluid 牛頓流體
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Newton's third law of motion:牛顿第三运动定律
"NEWTON'S SECOND LAW OF MOTION","牛顿第二运动定律" | "NEWTON'S THIRD LAW OF MOTION","牛顿第三运动定律" | "NISHIZAKIRYU NIHON MINY BUY (JAPAN)","西崎流日本民谣舞踊(日本)"
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Newton's third law of motion:牛頓的第三運動定律
Newton's second law of motion 牛頓第二運動定律 | Newton's third law of motion 牛頓的第三運動定律 | nitrogen 氮
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parabolic motion:等加等减速运动规律
overlap contact ratio 纵向重合度 | parabolic motion 等加等减速运动规律 | parabolic motion 抛物线运动
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perpetual motion:恒动
perpendicularity 垂直度 | perpetual motion 恒动 | perpetual motion machine 永动机
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perpetual motion machine of third kind:第三类永动机
perpetual motion machine of the second kind 第二类永动机 | perpetual motion machine of third kind 第三类永动机 | perpetual night 极地长夜
- 相关中文对照歌词
- Slow Motion
- A Simple Motion
- Motion
- Love In Motion
- You Like It Like That
- The Loco-Motion
- Forward Motion
- Put It In Slow Motion
- Slow Motion
- Shadow Zone
- 推荐网络解释
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fibrosarcoma:纤维肉瘤
1.纤维肉瘤 纤维肉瘤(fibrosarcoma)起源于成纤维细胞,是纤维组织的恶性肿瘤,多见于5岁以下,有些患儿出生时即发现,也称"先天性及婴儿纤维肉瘤",男孩略多于女孩.
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Oriya:探源;起源;发源
origination, data 原始起点 | Oriya 探源;起源;发源 | ormal contact 资料源生;资料起源
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hierarchical file system:分级档案系统
"hexadecimal system","十六进制数系" | "hierarchical file system","分级档案系统" | "hierarchical model","分级模型,分层模型"