jct111111 发表于 2022-11-1 15:47:30

一级考题帮忙给算算

本帖最后由 jct111111 于 2022-11-1 15:50 编辑

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

aqiuuu 发表于 2022-11-1 16:12:56

分辨力是0.5mm,引入的不确定度是0.5/2√3=0.14吧

逍遥剑客618 发表于 2022-11-1 21:55:11

由模拟式分辨力引入的B类标准不确定度:ub=1/2÷√3=0.29

letkey 发表于 2022-11-2 07:58:46

这样看来,模糊了

ethan2200 发表于 2022-11-2 08:25:49

分度值为1mm,则分辨力为0.5mm,即半宽a为0.5mm,假设均匀分布,则ub=0.5/根号3=0.29mm

计小白 发表于 2022-11-2 08:41:47

模拟式设备分度值为1mm,分辨力为0.5mm,区间半宽就是0.5mm/2,a/k,均匀分布,k是根号三,所以是B

重庆计量 发表于 2022-11-2 11:30:29

0.29*分辨力(0.5)=0.14

0574雾里看花 发表于 2022-11-2 12:37:49

0.14,模拟式的a相当于分度值/4,作来半宽,选B

1021060544 发表于 2022-11-2 13:12:39

个人理解,模拟式,分辨力就是区间半宽,不应再除2

逍遥剑客618 发表于 2022-11-2 13:58:30

注意模糊点在这里:模拟式分辨力为分度值的1/2=a;数字式分辨力为1/2分辨力=a。
如题:模拟式分辨力1/2mm=0.5mm=a,ub=a/k=0.29。

1021060544 发表于 2022-11-2 14:03:06

逍遥剑客618 发表于 2022-11-2 13:58
注意模糊点在这里:模拟式分辨力为分度值的1/2=a;数字式分辨力为1/2分辨力=a。
如题:模拟式分辨力1/2mm=0 ...

正解..........

lijun123456 发表于 2022-11-2 15:03:18

本帖最后由 lijun123456 于 2022-11-2 15:31 编辑

这个分度值为1mm的直尺被测量可读数最小数1mm还是0.5mm

a的定义是被测量可能区间的半宽度

如果可读1mm ,a=1/2   如果可读0.5mm,a=0.5/2

我会选择C

NMR 发表于 2022-11-2 21:45:25

模拟式分辨力1/2mm=0.5mm=a,ub=a/k=0.29。

李秀丽 发表于 2022-11-3 09:18:00

那请问,数字式仪表和模拟式的仪表,分辨力引入的不确定度计算不一样吗?模拟式分度值是1mm,那分辨力不是0.5mm吗?则半宽a=0.5/2,引入的不确定度分量不应该是u=a/根号3=0.14??求详解

李秀丽 发表于 2022-11-3 09:20:33

请帖里大神,给讲解一下~

李秀丽 发表于 2022-11-3 09:23:03

1021060544 发表于 2022-11-2 13:12
个人理解,模拟式,分辨力就是区间半宽,不应再除2

那请问为什么数字式的区间半宽为分辨力的一半?详细见一级第五版教材P225

13579351803 发表于 2022-11-3 10:08:56

模拟式分辨力为1/2=0.5,所以半宽为0.5,0.5/√3=0.29

Angelayjh 发表于 2022-11-3 12:24:54

分度值为1mm,则分辨力为0.5mm,假设均匀分布,则u=0.5/根号3=0.29mm

0574雾里看花 发表于 2022-11-4 10:32:06

1021060544 发表于 2022-11-2 13:12
个人理解,模拟式,分辨力就是区间半宽,不应再除2

对的,我同意你的观点,模拟式的半宽,是分度值/2,平时也是这么再操作的,结果考试时说是错的。也不知怎么了

NMR 发表于 2022-11-5 20:28:10

分辨力是0.5mm,引入的不确定度是0.5/2√3=0.14

daiyimingxp 发表于 2022-11-6 09:23:34

标尺的分度值是1 mm,分辨力是0.5 mm,区间半宽是分辨力的一半a=0.25 mm,设为均匀分布k=√3,分辨力引入的不确定度是0.25/√3=0.14 mm;
同理,数字显示仪器的分度值是1 mm,分辨力是1 mm(因为无法显示或观察到更小的分度了,所以分辨力只能取1 mm),区间半宽是分辨力的一半a=0.5 mm,设为均匀分布k=√3,分辨力引入的不确定度是u=a/k=0.5/√3=0.29 mm。

仙女山的星星 发表于 2022-11-7 15:32:30

所以正确答案应该是什么呀?

刘欣 发表于 2022-11-7 18:30:43

区间半宽度0.25除以根号三

刘欣 发表于 2022-11-7 18:31:29

BBBBBBBBBBBBBBB

15966500120 发表于 2022-11-8 10:07:01

模拟式指示仪表,分辨力为分度值的一半。假设尺子的分度值是1mm,则分辨力为0.5mm,区间半宽为0.25,分辨力引入的不确定度分量为0.25/根号3,为0.14。这个有什么疑问吗?
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