美赛论文表格写法.doc

表的格式：表头在上 注：红字标记代表可通用的句子 在表前对表的来源和数据进行说明 In Table 1, we summarize the minimum number of escorts needed to reach each service level 表的解释部分 For each airport, the difference between the Good and Adequate service levels is roughly a factor of two, with slightly increasing returns to scale; with larger scales, the staff are spread more uniformly, so it is less likely that a job will crop up with nobody close enough to take it. 例2 表的解释部分 （前面的说出数据的来源，然后筛选出比较代表性的数据进行说明）。 We determined absolute and relative criticality values for each country for which all the data used in computing parameters was available (108 countries). We then used relative criticality in selecting our most critical countries, by continent. Had we used absolute criticality it would have given precedence to large nations, despite relatively mild HIV/AIDS situations. 例3 The table below is the generated irrigation schedule for the repositioning of the sprinklers, given 12-hour work day for a rancher. Each pipe is set in place for 5 hours.  Time Day 7am 7+ 7+2 7+3 19- 4/15 6 8 9 12 16 4/21 8 7 13 9 12 4/28 10 6 11 9 17 5/4 15 6 9 10 14 5/10 6 12 8 7 13 5/16 17 6 9 12 7 我们据首次发船日期4/15所发船的旅行天数，确定以后每次的发船日期（前次日期+所发船只最少旅行天数），每次所发船只的旅行天数可通过计算机模拟（保证河流容纳量最大，同时船只相遇次数较少），随即选出一组数据，首次发船我们选出[6、8、9、12、15]，同时挑选出四个时刻发船。如下表： 例4 And some data processing we can get the relevant statistical data information of patient and donor characteristics for the simulation. 例5 The graft survival rates show in the following UNOS data for kidney transplants in the U.S (based on OPTN data as of 2006): 2、在表后对表的内容进行说明 例1 Table 9 shows linear fit parameters for all three models. Note that all three models are well described by a linear equation. 例2 Using the cellular automata model, we compute waiting time as a function of both the number of lanes and the number of tollbooths. For a fixed L, we compare all values of Ctotal and choose the lowest one. The results of this method are presented in Table6. 例3 Accord