nnxcppdjjyn谁能告诉我该怎么做这是什么意思汉字啊

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【求助】我该选择重复测量方差分析还是配对T检验呢?
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各位大神,我的实验室这样的:内容:不同预冷对高温高湿环境下运动员运动能力的影响,即采取14℃-18℃的水对运动员侵泡后(即预冷),立即进入高温高湿环境进行力竭运动;预冷共有2种方式,即下肢预冷(L)和全身预冷(W),再在加一次无预冷(C),然后比较研究不同预冷对运动能力的影响。设计:12名受试者,前后共3次进入实验室,每次间隔七天,分别进行无预冷(C)、下肢预冷(L)和全身预冷(W)实验。实验中每5min采集相关指标,主要有心率、核心温度、皮肤表面温度、血乳酸、血氧饱和度,然后分析这些指标的变化,比较哪种预冷方式更有效。问题:就某一项指标而言,既要分析指标随时间的变化,又要分析不同干预措施之间的差异。例如:心率在C、L、W中都是每5min中监测一次,即基础值(0min),预冷阶段(5min、10min、15min、20min),运动至力竭(25min、30min、35min、40min、45min、50min、55min和力竭即刻。既要分析心率随时间变化,又要比较在同一个时间点三种干预措施之间的差异。我该怎么统计分析啊???
不知道邀请谁?试试他们
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政治敏感、违法虚假信息
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说的自己的看法。学识浅薄。见笑。首先,研究目的是不同的预冷对运动能力的影响,也就是无预冷,下肢预冷,全身预冷对运动能力的影响,那么我比较在意的是预冷时间设置那么多的目的是什么,感觉没什么必要。第一段提过,预冷后直接进入高温高湿环境进行运动,我觉得没必要设置那么多预冷时间。直接参考文献或根据经验制定一个预冷时间,然后测定一下基础值,直接进入运动。如果楼主是希望测定不同的预冷时间对心率的影响,感觉有点偏离目的了。如果排除预冷时间,即分组为预冷x分钟后基础值,运动25分钟,30分钟,35分钟……力竭。那么这个资料属于单因素三水平重复测量资料。根据资料类型,你测的结果中可能有定性或定量的资料,选择重复测量方差分析或者卡方或者非参数分析等等。浅见。见笑。
微信扫一扫
广告宣传推广
政治敏感、违法虚假信息
恶意灌水、重复发帖
违规侵权、站友争执
附件异常、链接失效
楼上说的极好我来补充一下:显然3组间的差异是楼主最关注的。但是诸试验效应随时间的变化规律也应该是试验的目的之一因此宜进行两因素重复测量分析然后再针对分组因素和时间重复测量因素分别进行精细比较二者一个也不能少
微信扫一扫
广告宣传推广
政治敏感、违法虚假信息
恶意灌水、重复发帖
违规侵权、站友争执
附件异常、链接失效
根据我们做过的类似实验,楼主要观测的心率、核心温度、皮肤表面温度、血乳酸、血氧饱和度,都可以是计量资料形式。并且经验告诉你,它们都是正态并满足球型条件的,可以进行两因素重复测量分析
微信扫一扫
广告宣传推广
政治敏感、违法虚假信息
恶意灌水、重复发帖
违规侵权、站友争执
附件异常、链接失效
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***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