span error 中文意思是什麼

span error 解釋
量程誤差
  • span : n 1 一?〈手指張開時,拇指尖至小指尖的長度,通常九英寸〉。2 (常有短的涵義的)一段時間;很小的間隔...
  • error : n. 1. 錯誤;失錯。2. 謬見,誤想;誤信;誤解。3. 罪過。4. 【數學】誤差;【法律】誤審,違法;(棒球中的)錯打。adj. -less 無錯誤的,正確的。
  1. That widely quoted range looks like an error bar - - a span of values with a well - defined probability of encompassing the true value - - but it is actually just a grab bag of model results

    這一廣泛引用的升溫范圍就像一個誤差表? ?在這些具有一定可能性的估計值中包含有真實的數值? ?但實際上它只是眾數的集合。
  2. The main features of the frf of long span runyang bridge, which has 1 024 dimensions, can be extracted by 27 or 17 principal components, and the reconstruction error is acceptable

    對于大跨斜拉橋(潤揚長江大橋北漢斜拉橋)的1024維頻響函數可以僅用27個(或17個)主元來提取其主要特徵,精度可滿足工程需要。
  3. Measurement test the speed with untouchable measurement, touchable measurement and all kinds of measurement speed sensor have been analyzed from economy, environment, precision, life - span, etc. compari ng relevant error that the measuring system produces at the same time, to examine combined harvester complete machine request of performance of producing. make relevant error meet the precision request, and can reach the best state

    對接觸性測量和非接觸性測量兩類測速方法及各類測量速度傳感器從經濟、環境、精度、壽命等方面進行了分析,同時對測量系統所產生的相關誤差進行比較,針對測產型聯合收割機整機性能的要求,使相關誤差滿足其精度要求,並且能夠達到最佳狀態。
  4. In this pape, a bp networks is founded to show the relationship of the key control data and the location of cables on span arch construction. form the stable network through the self - study, and use this networks to forecast the location of cables. this method avoid the error produced by man - made

    本文利用bp網路來建立施工中的關鍵控制數據(關鍵受力點的受力大小、扣索控制點標高值、扣索受力最大及最小值等)與扣索及拱肋連接點之間的映射關系,通過網路的自學習功能得到穩定的網路。
  5. Huge bridges have long interspace span, many binding point and complex structure, it involves many fields such as architecture, mechanics, communications, model identification, data fusion and error analysis, it is a popular research field in the world today, there still have many subjects waiting for us to resolve

    橋梁空間結構巨大,約束點多,結構變形復雜,對於它的健康監測涉及到建築學、力學、通信、數據融合、模態識別、誤差分析等多學科、多領域的知識,具有相當大的難度,是涉及多學科、多領域的前沿科學,該領域中還有許多問題值得我們去研究和探討。
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