ETD, EAD, ATD, ATA在确认交货时间及避免纠纷中扮演了举足轻重的作用。让我们看一看他们的含义~
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ETD (Estimated Time of Departure) -预计送出时间
ETD通常用于预测船舶/ 飞机预计从某个机场/海港出发的日期和时间,在运输的情况下,ETD 提供有关货物离开上述海港或机场当天的信息。由于这一点,收集包裹的货运代理或客户可以跟踪包裹的状态。
ETA (Estimated Time of Arrival) -预计到达时间
预计到达时间(ETA) 是特定车辆到达目的地的时间。它是一个运输术语,用于确定一些飞机、汽车、船只或紧急服务到达目的地的剩余时间。因此,简而言之,它会通知客户可以预期装运的时间。因此,该术语主要旨在告知货物在到达目的地之前的计划运输持续时间。
什么情况之下会见到ETA?
ETA 在与货物的物理运输无关的情况下也用作比喻,而是作为完成任务所需时间的估计描述。因此,缩写ETA 不仅用于海上运输。例如,可以根据飞机飞行的距离的ETA 速度计算飞行。剩余距离除以先前测量的速度以粗略估计到达时间。这种特殊的方法没有考虑到目的地途中可能发生的任何意外事件(例如新的风向)。
它也经常用于商业环境。对于进口商来说,了解产品的预计到达时间很重要。同样,公司经理想知道他的下属执行的任务的预计到达时间,顾问将他的项目的预计到达时间告知客户。在计算机科学中,ETA 用于由计算机程序进行的计算。此外,紧急服务向患者或医疗机构提供有关他们预计到达时间的信息,以便他们为参与救援行动做好充分准备。
ATD (Actual Time of Departure) -实际送出时间
ATD代表是船舶/飞机实际送出的时间。在物流中,ATD也可以代表收件的时间。
ATA (Actual Time of Arrival) -实际到达时间
是ATD的相反,ATA用于描述货物实际到达的时间。
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bz81hYWMB4YQFdN8F43OHWuy1+eKeDyBjCaDSDph3BGD821UnGgiJ1uwzssQvhhMNLr/XpprYhPO+0FquEkTB9UV7aOjctjzQK9dwiZ3lcWrWccOZxjT7MYzul045pcPgBScao/uV2bDAnw/hTTdyJPvj1LaNRG/8eebLFV69uwNygnRmhaRqEUC7D0U/X9xiPFzCen8dkvIC+S1p0Ggbe8IrRdnd8AOCQfQ3OeEYIH2goEslSlSdqiSDxVvN88zqG66TQLskntfzyGWPVCuCZGxrslNHUt2/o8cgTQQ9k9fiBl24DxXy+5tzbFpdtEHglE3Ged7un7baavUL0aR9luE/vGIy2IZxyTFt8LOK62xiXfIfdGdM+d2wkVpAqJbg9k885EVjrFz8ZAp5/GuEfvsS4678yHAorPFWn2yhC0iQH1Q0xq74Fbzw1ESMCwhAgkgGrBFBcdMU5LMMuLPl2jQHQNmjbFl3foe+l4pIWdVaf8gIKqabnt7w3shRKkSteXdtJoMdFnUtYOZPTExdlWZV448/P4tSjy1mrCy6doOsTTpNuSXUEaz9FjdI4a8hcfmsZlhhm0sE2Bmx7mKZxi5yM+ywqMwPGggmwtnckZ+XpXMNjG7P4bCce2eDogzWf3P+QxQWXjPHEpiHDrKSj2RngVefOYM9dU10nH9Ximce3+Gf/ucxyOkanfENC2SopGgi0msrovhNchO7sk1o04pyJzfOML32zw013+S+GiXkAEv/L1LbAuae0OPaQNDe80xr3zfcrru8xnugy5SKmRPPJsSSRxdFFYwxITLOMZmYQ9pDHLUyGQKbxHxRx6sdaRjfp0nnrQvnUp7/SOpc9dgFeclYZYv/w58d44FExB1xNaT6cQHjuqQ2OO0wuhAPOf2aLS78T6DNJKckTEl8Ua11cQ0XZURANg2AyOZ/nkA6uuCeACmZJpU5Yb/Dys1v33QSfntrMuPz7vT9cKeg/UUWhazKYsjHK+9QCOeNIQTK0/+0nk5ai3GtDJz+ekz4WkKliPSZYsQx4/umaODduZvzLJRb/7+ecgrN+u1UOE5FG9iH7EPZZZ3DykSnP/nsAh+wD3PVfQrH6MkrYBKjFYOrmSNok8GvxFTx6qxmQGIGzfFJYLsUynSL0kRiKyc/jWotelGEhJKgoKWGpWM854S5KhqnveZg2biuUeQdkAHl8D71nsP/ms+vnDisJrzh3hDe/qvTKr7yhw39+O63yD1DWwqoxZBbHaNiosuzD5pZhewJag4YZs3PL/JRHOPyjg+0NjHHeWW+HlCWrPkshsXwOOP6wRu0tZ2Zc/K0J3vaRhXjKmURYoXBFW/usM3j5c/T86vnPGuGCSyfoRbQ3COAk7NijLFqwqCXi9IGKaEMiXegFca6aYw5pcOBeenHWD+7o8WcfnMdt91iUDFubxnJpy/wsDt3HYJlYFHveaS3+/qIJHnxEDEAm/PUzoczkG/84rJkI0yyj0QhETrkD7LeJ+j3mrQEsoe/6eMKb7f1RrYWuYOR0FyD6pReU9P3ok4zf/9t5bFnImVOYO5nBwsy45UcjfPRP5mC8omsbwlEHNth/T8Kd9zn5FpS/KwPxm94wKAn2gZTLaglf6PNUnSN0S/E8tpEez80yTjmqxcf+bA5rM5759g09Lvt+p/ojHSlptCUadbRHvo6KpIxXJh0mMZBpccNnm1OpbBY3HKZAKiuKT0s/yqUNh7c4IVusdM+DwKXfddskZEBc8Z+ykl264z7G9bex8MBcevV5/utJEIdgCBBlyDCAPDgcgz12BeTpXdPKLBayT3BNIfJCkHmvwOhPRoZayZcJ//IOqiJLM7arsOsrl0pDBwP34ak4wWqA2KxlrNuZcNbxLd7x28vwp786p0LFAHDbPRZv+Zv5VGjRliXMS8sdaCt83pdt77xvH45nZhhDaNsWTTtC045A/kCQAlOkL0Ood91OBucWn7kELvtenz4qFLV/oEVBxxn4n7u0nBh97qkt9l5nRHiZMj5g8f90tDBRmY/TZWRlSh7rq87VRv2kY9x4hx3Yp588qvwPAC6+YoK7shPvjj3E4MQjgmDn7C80kAzcwA/GGDSNwczsDGbm5jCancVoNIOZ2TmMZmZ8JMbE6RfrP4yysLCAyXiMyXiChXkXTh8vzGO84ELqvQ1f8pLAl7AA7tUOqwjnn1VGnd7zDwtJkWdGSuByKUuC9Lv6hx3uuE/jaL89CMceYipRlABHjY+5SgdSQeuTL8vDk5Y2ez4slAOEa1cTTj+2we/94iw+8RdzxYr/jZuAT1w0wV33l1Nuqmt+PCKL5uut4l8JU5tAEl6UMhrrkvWsE0ZI5gQn10J6xtJE98/iHlH/6tvXd5gvLLttT8Hyrr9ziQj49ZdW5jdvY9xxrzKRVCrVkOtjbwlfuYrxs88mrF2V3p56NHDoPsDN2/ARlOpYRChq90slyuEVnHUlUgK+bkfGaUenzRmWAWsbdBOLvhu5U/YkO+bWMbtnDzxicfPddkpT20AXapCmlK+8Wj4LHHdYi5m2MlgErFlB2HNXwhEHNDhk3wZ77UbYZzejwrOA+9b1uz45j++qD3NUxk1Mt5TRmgrIFZoIgtxFkiwMAAsvrNkdCtL6OXMAQNfBQn8wJOKjYkj9zHHlBzXuvM+m/eGB7RXbDNPO166e4MePWjW9NTdDeM0LR/izDy4kb6Ta+SVYeoKIhzgl3TGO2N/g2Ru0otq4Gbjw6x0WJm7x5HQfI71kJvzwTourb7JqP/XMiPDq54/wb5fV5qZr8sbdN37qpGnd3Lfte4CB0ewsAI4HNbH/NKYF0HUdJuOx2+3QtugnE1jbo+utW/A2eMBHuXs/3J1+bKOmRgDg8Y0Wn/z3STSIXBUUDTutjAORu/uHH2d867oeB+0tpyMIZ5/Y4pKrOvHlyaz4oEwcSFEflcbgIJ1l6YTDGxEpI8jQ+KoVbiX/IfsYrN/fYN/dDfbejdR3C0L6yL+N8YVvhCjdtD7UXM/h5xInbexSztuL9PPTb185PcMS07Gverw443yrU4UXph19cuBeDc45pZz/+ffLO4wn1oUlhYUswyE1H5ABfPcm4KHHoJT5imXAS88C/vLvkULt3urSYbqciUqLVK7mlFsrIjRUK6Mt7Fpbw8+GiAo492TgZ54hLMyok1owt4Pl8vRvX+/w+nduSQ+GdcAiSQrUbTcMd1hF+ONfmcOkq9fRGHf+9dyM+2pdLdS6cRPjXZ9cwAWXTCqG5RJhk3hYYhHLjK7v0TBgbBepoyECNcYpg1ED24/QdTPovJC3fR9Fr5oS8YC/5KxWLXzresb1t/e49R5vrkUrJAe6winkPhH86YvHeNPPi5OWALz0WSP81ccXsKUqC7aCIKqLMIfre91LZjE3q0vcdk+PS7/jvnrGok45FENTROMJcOlVE/y387R8OfvEFscc0uDaW9KnUUGBhlwd4SMo7ahFa1q0o9bNe/vsbdM4mDzO41yyMeh7i25+3nnn1gJ9D15YcFMyCLBmKBC+2NDe/f+vu6+LtS05zvqq19rn3OtLhrHjTOzYDmYIEIsXYokoIsKWCFGwEERIAQlFChISSOGFNx4j3sI7EoIgQSQwP4KQoAgsIggQFCQeYuMIyY5J4nHw2MbjWDOeuXPvPXutLh76r6q6eq21zzk3DrR0zt57re7q6urq+uu/dzwAfvijJ7zwSD//H5+LaSGXMUKbEh97s2++DfznX1nxsT8e6yFEIaStge96gfJpe5riVYkeYIU2l86QYXi5KE7vcBn753/zL1/j5mwJl1LaMQJcn7C5OPTv/stn+Ml/9Aw34n6pJhlMzXLwGQz1epr8hhqkZJJuhbsHcxLvfvF+VoGHA52jkiOsLYhidfULTFL663/huiP+W28z/tunz2BOCyKohg8M8Tp8UuZvvAX8038f8bf+qp57+yt/LuDv/1zE199AG4S7TWJjuWlvui0G0Z72aNHWVqqKv2uU9z2lh9dQV8VKPPXndvqWR/AV1h0Usk3+MPRTCOlEvVtYE1hWxpdeY/zE33uKn/3FM54tniLPBqFjBEhB08Y5mzyaWBViCc3FdAMi5zrqKnYQpnwbFZgwTVRP+Srb1opQKBFJAvAH3h/wQ8bofevtdE95PWu+5+bumX3yk//wGX78R65xfdWevvTOdMf1v/qPS5Nn3MqrbxurIa2J3OhqeZrwrhcCfvxH+v3R/+G/L0nwGuOdFJzSl8KeyTn+zX9J0UZpJFxfpYVfVZlnRT6FKS/MLH2WnoUp5ONXBSHy2dzLsgDZOSj3LTDEKW4xAty2nEkvtGLvKXb0w/ED3x7wBz9AdX4bANbI+PgnzkYmjUaNWARbDAcGfvV/rfj1L0Z1ouB3f3DC9//RGa98uWg9aki546YZQjLVlhojI9Q1WT2PjkZ82o55uTxYI+P//Dbjb//0M/zjf7coRe6lSiM2v9FMDSMN8v+G2/3vy7o4XU6oLg2I5OmEl95J+OiH+/mfv/PPn+G1r0ewnE9yK5J/uv5/+8vc7ZV84RHww3/Cw63Nc28nnz5trr3houeVHDw96EQ5kvFNSB16Hr40+H4sVZuna+A98B3Sndaf+rUVP/UzN/gzf+Mt/ItfuMFNp8jRtAo1lVCUjVz8lt619RW+z5AFTAbCDHDktFXt5ow1rs0jo3wOAKjeXR0IuLo64erBA1xdX+N0SpdrtIscEswfc058++JXIz7xy/3FIh49pWnHaIbCN7JBINOjdwA/8L0nvOMBBjN7/Xi7W2L82Y/0cuDxE8bH7TWyKvXC3SqZJ0+Bf/BzN7DpR//0CS9+S8A8Tbi6usL1gwd4+OgRHjx4gGk+4TTPOM0z5nnG6XRVjTG7fmNZFpzP57S97OYZbm5ucD6f026SGBHXpa6ZGK59Ec3gAWkDAd/zhwM+9LJ2UD7z+YhP/dpaB5fy/ar+bRfSlOeSSp/7rYhPfy5iNeuM/uIPDq7WtgA25Zv/3Fv0e98LvM8L4zOvrPj4J874sZ94gp/++XPz7AltwG+k8dQq6Z8mzV5jpFXw/1v6we874fe9VzPnNx5H/JNPPANz2r4UOII5tFDMICJi0ytfSrepffTDmtof+TDhn/0C41nemmJXt7vWZa0re87GK7PeeivnD9ziwUk4fh9LE9p7f99pr5ID0YXnUm+f1sh4/AT4ym9HfPXrjN/43yt+5bMrPvnZFZ/+3PocjjjO/aTkmOQhtG5ixprd5eJF8cR1403iAUpblmJS7FMe6CsIHBlMETFPqX7HtwE/+rFesP7sfzqr2/oknq5HToUn9buf+cUz/tT3tfUJUyD8kZcDvusDAb/66/aQHdtXG323MWcuXz+8Jnzs+3tl/kufWvKK6gKBdUHhgQ/xIeCn/vUN/tqfv1LRh297Z8APfO+Mn/+vwDzPCNOE+XQCkHbOhJCiJmXrWfHH2ojMR1HLY1cBEAVE5vS3pgWQozUYpP5tj4EXXyD8yT824/eYveW/9MkFX/xqVMVLZGJ3N1IGta7pCNq/9EOnHA1L6SPfM+Hl9wX85qu6HwuPi1YcSiNs7ku/vfEW483HjFe+nK76/Z+/EfHJz6ZrcR8/kRHWEc5FFrf3MtLa8BQKfYA7hRDUK7ut5OE14Q99Zz54QM7VGl7wtm9ZgdOeJSwZaQvIJULw299FeM+7J1XfG28BX/jy6PalEo5IOLz0roD3fGs7SYeQzpn/zOcjpkBqy0fIJyu1Nu7j955vBd79IkHOsz15CnzhK4wYhUi2Iy0PhlGX7y+Es++04q8mgxgtAAAgAElEQVQx1FFiHcop0N/3EvBiWQegXvb1R04C5/zspl7YsMY4NERffzPit75yZFQ1AN/1gaAutllX4NXXIl5/UyqMfZjXJ+B9LwU8etg80f0FaIxlTbegPX0W8fgJ4c23j0RXREvMamtZpTfdkgspZc5sbxyU92BTPsiHcJpnTHkle72WEbmdIYCZsBYvLqbVxmkf8oqrsODl9xMIWrG98pWIN97U+MsjQK0jUOd1RUSCGHjHQ+Dl9wWBd6Lrq69FPH5SYGxFaRgf+v0zrmYdu/j8qxFvPUHPyOVRfj5NwMvfUXipteJrrwNf/trgkB8J0w6vQt/coKvTjA+9PGGeU18EIkQmvPY64WuvI28jA+Ka9nvHWOQPgShFSc7nMyKvCJRWeUekBcQ3Nzd59XqSeYVWMfJYR5P8ahi9ruPRfXeage98b8CjB3rNwFe/nozZKIZcU7hO1c64Yk4n5H3wvfm4WTF18puvRjx+wiqvbAbnL1MA3v8S4fc+Uo3DF74U8cZj3eZaViGpL3z67g8GnJwDzodsyIzzmk7ae/sJ4+2njDffRpbzmll6c9ZhomHFI+NRy7tOmQNF6UZTwHqH+uCS362JqlLV5FQLynK+EIApTJjnNJhCWuXkKPSNThBCtVaERC0bJrGDyr8GVRhQTtvullh99VpVe9utiioejKzMmXHz9CnWdcG6rljXkTLPveIpUb+57bWwXDW2snBrkGqXo2wqTII6UVVde+vUr3EYPxdPRy2q7xt+GhiJ8da83R4mZcUyhZD+Tqd0/WVWHqHOsybPLynydE43OJ3Vva4r1vMZzKwWUNk22nr38igyGKG6mZ1EryqvRXPs6CY+RSox5verFuMe7J62W6RLOdKYMnLznKIaYdJn6Idpag2InPZ8576dQo6cIB38cvMsKW0KiS/KroWbm9w3eU48RuvI6GM/C/U8eaHkjRYHHRVcW0YqczGW2QEw9ifkFdBkKuw1aZWIaixvGX4O3tBVNYdTg9N6Y6jV2xMiU1M2Yh257o9jr749OZ9hT1PgmpkZFAoyDXDa9iJOjyK0+6t301GEnkeSgrgRifI/GzkjIkyUD0ChdPY15TnH6mlveQyu9dvekVvkOF1GyrsKepFPX206suzEt1F3mhHQC8F2whrnrOdnZ6zriuV8g2V1tkGVKo1SVh4c+wvFfARNm0S/6pp9I0xV0ynzQs8NDA6hSQ4ZPKslZeoNlgoIElC3LIt0zmmaMc3JQA0hnxI3TXX+mvNiqTDNIBCWvICKmZWSj1l5rOcbMwYcKu/x0kCZe9N7W4aUfj8SuIaW7tAVcgHIMrA9KY5NMvinqpxDSEYRgHzxTVLCIMJ6vgFRwOnqpPmYCLymKREigKaQDTRSc9zMeUEbR8QlXTNcbjOLcVU86bdcyLsNY7p+Z1v6iBJT5OscgtZk6/j1Ckwp864dGpZmJJlPlx0e9iXx7fKM29IWHouM7jgdj4mKQpVz2E67hlCtAXMlTjar9PGBljhAufTj+FGs3wwl7iVpZcPnOk57NQMzWArz/C556RtEFYKKSV9d17mgOa/HvqOkrbvGMDbq0PULt1zQRY8afX3WWp4BprSUMpuFFAiB07wf1QWFBTfUNhRa+iHuxuwyUjS+QEaUdJSzH/7daC4nHEaK2i9vFG03RhrRk2KRIfdLjePySytVWR0DoLiCl6Qcpint/5+KpBIDQYXpS+eEkC/m4LR/fV2Bdeq8MggvcYSvNaNc0o3eOYnEP8XO5UpLIZRr2wJVxVlx4naQSMgLAMNc1tRQNWoS7HL62lSVN5IXUHfllBP4eAn5eVL4dcdBjnYUxVyO++SsWGKMaYqq5kvKe80RlEpV4dFt04vBbGlkFFPHRd4PDbPxsHi80XlV/dZxI41pUp96XPU6qCj/hovGy5Y01Zn8w6r8RnTGdB5KVryb33tG6ai+osT3sxPmtKea8oBcRUhHCuAmJJgT+1wyT/jNS/IgnHFPVZmWKReZESLAWIEQEKnNhxk7zphM1hhqA0dW4dXfPx9rWz86MF5ssXnK0QX92Nnn0kAWNCircKc1gEPAsvqCXikeln1kD+u4xGjUdKNsYXCxNByFvmVQlXelrUp2dYV6POtRHKzz7Y2fbW/fk5qOAVfGcd6mtC6EsKyY5gnIZ9YT0oI5zlEocA4nB6o1Ie9/DnlNScKvCd64LliXJa9CJ8Rl0SI2cpODQoHIttZ+UE0TFm8urwVkCx2XEPg066mx4uwFAChnllOaq+eY+mE5p83tczke9eq6IsbMWJelxj9CjmwUGAWxuCxJ2RJXXiveMyEbQgCWvHgtedcAiz3MzOkkv3VZsOYjV0FU1zOIHsl0qRaZq2hkkiaVVKbWG65GghjbNfrjyR3jGFRlnZ9bhWYV+V6qUT8bOZCRRwXSYxZnbNT2GHRYfRhcSg+IPpDmuJFXirRVD8k823SwEdcOyVx/GsMBM2VJlRaDactIezKCoL9LFPkwOuC6TaxpsEFItS2IGSR73fZQV/2ok7Q3AKIsgLjSX7erwVOLCR2YDW9dpsst69mwordT376q8Iq4CYQQITi3Vbbn6ab3moW3Fd8lDWmRlS54obT0ACplpaFwHac+HL2T9se3RqYW2gKZeZhC8p6JQCsy/wWESg8GEMGcp9OilMxZkFFRhJSjy0nRMse6/Y2zwiteJAMpSiWIpadQmlHRKMVViaitk1X8pJXfhBT9KTDBnA58SghXCoQcUUvKPB85TOmWA3Ca705lQ/W6q4xgBuewemlnyN5/s2EzQ4lGlOfF6y97yYtxVZToihT5KLDqJSglYsAjU9w33sYPeyhKmXXfmzZXCy2rgkkef8lZaxBVasU1TmboGfG9NyBKXLI/b6M7h04ptFzz3iDeqXtX/AzkzLEpRBZEBTQtyvqMtDhyCgF0fX3FpcPaALT77wQQ4WV+M9Lx8L5TNgFwJbHU71NehDJP6SS4YolP8+wolsa9zVAnwUi6AzzL1pS+qI0kEXffmcoK1p2laJK0X6pXoGGVuolk9rS9jwGs5wXLsuLZ0ycDC9NUyQM7zAx3L08XlWiSVj9XlnRTVJIlilxWbF9ewLzABg1zf0ulvhkhMpZ95Qy3H7foKRqi0M2WvIg0zeXSjlOa
211uzmCOKIG5uC6YpintRZ9nnK6u01kMcU2nkwle1bZ+mfNlrDfp/vXT1VUaG2JOPjlQaWtWzIeeMEfMV1d57UpSpGU7Vtl+N5/SupYwnWpbiYBpPmFdi3d7RlwWnK6ucP3wIeKSwtUlrRlmDZEXZZ8fFMMgdV9SupyZPUU6VoSJknLPPFRuI1tvbgAiTHM6wW1dU5vPS949kE/e69djOEq39p6nmHvZbAcrlTB//S0Vm83sodJkGcMrN3ZEPOBD8yKztdxpNILUKThvSBjZWhyi3ahY/ZLHr0FADqcqs0YwlAwoODVDqU/2eY9syItbT/OEKUy4fvgAFCbMnLczFG+0VGwX1lS0hMS7rWL1jhu9tOxtEgPJy/bqlVZ1mjjPSowqfbeVjHwywtF5zsjhSTPHfjBtKYqxwpNK057JX/pdGyMyT6vTUazyerocmqUQAHXlYunH8UpxPTa1UvNYoOA0iqxtKb8+EsV9b2yw3REv3dYFDNqjGp5o1MM/MgbYlxXQPJOUD1COdJPXxHLOleZ5GYgxK1NOWxfAQEB9V+UVmcshKR9cQ/UBiICYPb20gjsPMgJiPo+EuLWhXCjCQF60l3Aqi8MLt8pDlBLspGhjWcwH66FJAzft045rIvg0ldFcJ0sqXyd4ERQJMTDAZXdANjriCqlo4rLWRYTJ25YG0ECxdk+3+p37r5W/tCLXYFh/q7JfKJUi/ww2owCon4xsGmXLbxW/DzJ7OspWUnuQRo6CWyzDH8gaaq3pDCMhf2TdFaBbk3xpM7XtpMmpBOYpTQelXVctWjZHOQjROpRJP5P7tVsjmhV1X+n4KuY71YKOuVj1Q5JX+SCHEu5CsaRLgQqpDfrOQjzSlConmoFU6NAvertL0qPcY+6+L1m1R9Kp5C9bgkjAJRA4H3xRQrQlnCu7d6QIm2IoTzzTe9CPol0ubC6D21ul7hho7D/36vXqafj7OHf6u8Nnp9+7LCNcpTGVfi/rClqTkiYAVOaDQ7nBihAZaU6cW0ia14gwAwGhhobTWhpOK+OpCKHEB3WuOhSBxy1cTQQOyQ6MK6GoQcpec8GlzCFHIsQ1n9KWD6mjtGI13RyXmZRCqEdcrksyQlTIuLQxP1vXdFZ9XM6gfLVo2cJXBGpqw4Q1xnSs6hRAESBKCwOXNc2dr/lCk2VZUr1RHspZrBrbV7p/LhaDm4ZsVnwl5DIwolPudg54GbvHKrZV23IHeFngUrcamqFfpA2yTKxTRfUubLKAaslmQBvjpxs/x/Sal4UswrAklBWy86zASe+mfHf99XU6FXC+uso7KkLlSaDemrafrNIugvk26b6U9a0V/4Cn2jDPGZTWEquylTbyYW3huFVE07gXvk2pMzSXe/Pq6X0DU5hZegXHkvIiax0aB+3PZoFKadFUBCAO9NblytxbMRBlFo0FABkqI41XjSKMKVyHDntPRRlv0A8hHuRBM8bHoB2pfFCnw2FRt4YirFG2DaXeCzn0nfDj+rnmCN66LEkxxYgJjBim5I3mPdApJL60e9VLoyPAHIFIOuxbjNdMkOrFF96I6X7rfH18rbusnl+XdBNV9cjzJTkRlKIFedxyaPxY2iTnpJNXnvJHZlCMWNYF8sRrquXTXnxeVyycz1GghOeaT2ArkYNGRznmioHed5JvFJp+g+SQZGx3HvdW/6vMZez5MsGJUYl3R5JjHHe/jin9gnUZ6jKyqNvvYSZlg/tqo6yhVXkq5KqXn8SrKtdItaJHhVDXdMzTCaB0ex4RYT5dgYgw5Qt37EFFdJpnLocRUGgv6lYTTjVoL06ubtfK5/l71fvpSLTAx7MNMkI6QIZCsoxAAfM8Z1oIS9TogduEyjUuvVWXMLPz1g6zj7XgoC4vbUuEPlqQ8hVGlcq1CMmbpzeIzDjfPMuLsIRRoEKApXAWUuKZxcp2r6x3SxiWvNIuawLWH5Sm9Mb7ZpTYHC63dY3qe9+LnmQTzTykDp3tru4Nwm3lYs9syHPKRTHHtZ6YWPdi54Vk52fPECik+ePQFq2VG2DrWp3s+VMIVbGW+sq4qvvdl+SZF8FWkON1KVo3K/61CrxpnkFTOs0yxuLFIx2Mk52Tsl6IIA/1aMZCEPxY+aYYIyJ6OY4MOYZa1yfCIK2PHI3eesmBr7M7tn8r7YwZH+dNlHVSQG2l8rdFzMpvvz2+MZ7yq1qEXG4w/XGrIRaFLJ0kia/THJmDXFL3eBYjFYwpe9qnecY0Tbh6cA0KISvz4I5P+WSu1mq1+BL0Gu4FHKnj96Dc+H8rh9nzYp+DgTBW5KR+RWZM7M1ZSmBQhlYJUVVL0LFsrdooefIw9tUFWyHfKx/fnj2auPvWTq0TT7poQaYN5ZbYWzKIQFMARa77fC22+4vCBB4yr0St4tIGn26RMYWyoJYevanZ5NerZRNP2IMuiuBv+YogFqLKwB8MUNNMWcI1U7sxqh/5JNbjWK9aTlgn9O1WwZQiM4jXqmtijAghpIteYqzz5DFGMDF4BSg7DrV+bmtTklFQ3nOau66Dqylz5nb8bGpbYkBGWVSX5uJl6J+IgGUBRbHCPM/7lyijFPY1EtC8llTGUo1F37L6qMVkyFoeniJs4Tr2OyXNuo+6CmoSXOIYdtIeECaHwHN0K5nkOkInDEdRMMeIkRE1561+rNqgG8OKJqqQyk0C7e3E4n/Cpd6wRpJeWg4MSN2DVoZAqYNRwuRhStNPU95NMeVDyyhM9ZyCbcxTmomo3VKkGt60lOwAqUQ877c1dmSyDZC6IOa7p+BvHxoto7FZXnLQ6rqNFpeGgAEvD3VxjLnqodT8ZAXGTnNMC2iDgwuDJlwMzhUhnV96r8pCZVTNxgMDjoBkXRKwUAChXA5R1EXpL7EqvuptbU3LPpdeU213Hb2mPYIyjQYallaAPcG3WcrSW+JgjRsXvH4vwFzQ9QO8ehxqGwufKSMl87Q0VIjTolDTFM5H9dbysSlIAtX96ZzPGUghaN1Wap2tlHw5VKXiI8pJ0yjmMDzlhjgSqUDMB+Do29r6ElSJJGpRxGOV17EoJRw0I8hO/9RNVQOe85K7zsP11IXKHjQR5p2VqyUaWCNxXTuNgdy1ouChlazFUYLqJdcRuoxlcQHBbt+M4XMTKCk/KWmp841S1yc6BQLmecI8l1MaT5jmGYmfaVPHeZXNKaTcmjpctCPDHjt1SKF6NI0Qfx5h+14xlc+mClOOtHAlEhAowJ0/UhrXqGqlkLKAJ295BLondnx3/eLwbZsDle0zmRR6G0aRkJ96wBeDrmUsVJGKkKqgzvcIU16RHKa80ldpkIq/QkF6itRTrXnhZXFd4z05N9o1vDbKU3KjJAewpVnjnYxtLsHoerqrl/WHMAB64SHrGVkF4nktViImRqBVxaRp5e2KqJwtiGRDj7L/GREU05hhTuvW5RBhZhATqq9bT5bU9VTP1lW6R4RqHQ17HSzyH6Cta5b39baSWco63dCDGFt8XaRK4dLKymkni5c/BSAFCTpDT9Vay2s82MVb1Ne3Bo338m/PWHEVjjcGC0z7DUI4sE+2+sjQAajlttbieHXKnBOlaex6euCU707IJwpSvse+ybot6GYaOX+fS4gdzB0RZThRgcvKiWpDe0F819QvuGP1Tj67e2h+0Emcz87gcpJWDgmWpbcunIqE/FDP66MtHHcVix96kQZH04VFZDvDyeu3na7s9WPrh+pxc2teCEmohxAQKaqiWfTUZ+56BLDbp9rjkc/6NROaZ+zA7/eZ2zqkYVQOEEkKUoYPs1JTsFv9ozk7XwxJONbzsEkKUdaPFcxR0u88A4j7bErhypetPc2oaCF7AxNZKZi+7JWIUMZZubeLTxq/yc8E229jS0IZVXniqGxlTCvsNWyG6rfKU9paQzPIkCPppPBtxpdWD1J1WlTEKHKax91zSeNCswGLOuZCobXmATJwGzAzTVVhdUwFOX6lc9yy9mO47QLKeKDLgl6Ra3nSmQdZN7Z7SBpAT05JU1vKk3L4UaB0l/0pX36EMh+ucPBNeFUPNb5QevH6+orrFYhFYErjxAyyXXt0Q6lbBe0p5ZEQ9uD7C3b606ZGedPzIbZpuBHqxQqnU9pyE6a55tE4CfJTyyH1B4n/Eokt0yPx5zZd3Bbs5OnoLUaimhaz5cR/nauEh8R7yofIMON8c8a6pAtY4khq7CUb2XD4zfc8NoHeDpd7Sdab8byby5MUJpfhggvr9/C1yuQIvN7A2solcw4hGhBbi6o04CLryLzz+mqMSdGhjt4wMC7t7xEequYxTl0JD7leYe7j5Pw04kXpU8d4vjgJddU5o/KLaM6RILNPXY9HG2AJa5rSro3keVO7Vrv8UQDK5TwA1OZ1g0kTldIakoRNH3P63gLtaYGGL66PJL3aeR/CUY9+S4lLBe6HV8dKfSz4mzXZ5u3aHG/fNmthFmTHuZrTUGenDI73pVx8ZDradx6uQxfleRRcLa1FOW5+dwgBPDFwluLodsKs83+3dUBX3gSYL6z//pLvydx/8pX73ZX3CP9uGncfQ+e3Y6xvoON75KO6jIS/dRor8m3It62bxOd9Ms6WcXB5ktg1OZd+uEHN3fovGuAAuE5pdsV2QezR1pf9JSZKBMzTVM8qKOf9EwEkF7Mp4+LYoWEpq76evNjLc5SHCBTvnURBB9hdunqkbLe8dr3waWeIOPmPGQyOUqqhjPR+rVv4IoDgKrpsZgl8PGJmuCSsf1VmH18/gqEZvt9CNjJEtuq5BA9PwYu+CAGB29nd6WjNCwXSAdq4zTOMe3dxJUAbBWIN6M3ZlBJWrnjJw0VwYID7gud4F3tKdC814H539FN2d08XSh5jdB4CX9OIUbZpNTIkpMHZr2ORhoWGM/Yc7di6jNgSZooasq60hhO8Y5z3kpSZtjaZQ1RzEH938R8LapCp13U8jiTuu33AB2WrYrliOJ3KFjCf0pXC8mKf4hz2vlqhGec83NWTcPAtkpij6nN7RekEnUNNHTwfjOAtT73NddiBoZXbkdD5lvc+mmc/0r/JGuLKHHaOUOa7lPnvwzcACo1G72Rtd64JY8tZ0tihbzZbKc1dpHM7b4WBY8UbI2qcjnk2twtT3y4pc6gI11uVHie/LXuKfESAS72k26SDsPcU6AB28Wms+d7VfYsBKnnHnfreqU7+0DLcNpLdx34i8d/UdCevTZkG24A6eHZZI3W/hEQ/ZCB6eqL9TrS0cG8rF6n85dsE5ylgnk/trgOFV9MbzehzOp50v2hJ13SXnP4uf3Q6zSwr0d7cmDBessp0r8xoznyrQ0bz6qO6tmDJ99KZlJZe/gYCME1p7nya0slW6dAM1GshK/GNYe9NdaiONPX4SfsZemj6wnUoBMj/oS328TDT9PEMNNm+Znszp61Ey3kBg/Hs6VNsDyQhBIYGybZ3shV2vW+V5BoADk9ZgS3xuz8jQkoti0Rf/5gII8PtQlyk+DwcLbu0GumakXpck3ndPNMRyLHD4OWxDq5FT6Fx4TqYEck2i5mub7+OOzPDVCfBL40QjBToXkPGhoPntVvxtDXuxri13wTUa4CnKe0HL6eylXVV8k+j31coF4gmPcHqHZn95WzC63LbMIMxK0XehXqakrXp8kVGJb+8ZWkkgPeNgC3l7b27m/CQ+6FTWCMRMW25YTuChUaXtUoUVITA8o6q1ddlVbWLl23LWOls/7mur7f9jorvpHhSCbUSmDcODSqMXgHuWcZjQTvGbC9drsb31oGoyJgyyU2V9pVUKgMQm/VhZKhwZY+7pYKNN6aOjn+jSp7XIoEB2JHaqHhsoKOiTJfiIy15G2LtMt7dkHO5mjSvNJmelYCo89iocLyei8bgLmcP8myVk9sipbI8OI5oBzpR9ujTUapTXtCWlPmslLe3dVnFH1iv+C+7MqT4qP9tXofeUu7MLH+NBsPBwXfbPeGjefQj+S7ZwraDBaxytMzNmfvLzXHlGNzgWWIXKYzGdh2qe0av5pP6UHsBhdEc9hZoFgVwydDsphxyFd7cfAlxlcs67ByzA92pTz/rTo6yyXntGaLewB/14J6378Ipdp4llclsbbttAW+NNwdjz7DAzrNhPf8vJcXY9Wt9e3GTvANpElB3u2N3FoGGkaY1m5EgBfaeGJWmVRfpsTUNzkRQOBum3ZZc3H+XMmNnOPYwjua9xGsXbzbGqixexmJZiky50BTSdrIwT3VPeBDz4EEA1odw2VMo2/gcTdM2CFm/sF574u0tl60/fNHKbZImoO+uXKJw/b3Gfbm90LrNkzNiSGOZzcBs+N/OqtZz3bLyNtBuI0oVPorXB4PjOcjrwrQpGtfYVFq69+GleV6q1Gs7JuJQTGtSDYytQbkmHAwsH7jinWY8Hqir5rVC1o4TdPXcNknBbfn+iDf0O5sOM4JIfiTi9nWL78IjK4QbsgZ6g0/NJJh0DGtrDN+9z45TatvqbvgfUeC6temXMnPUdytZXQNIEYIQkJT1NAVMYcI0zaApbS3rPXDq+mqge2GFejX2JY4VyTF1O78vhFCfles+a8i9CoA+bDqev2kaxObZUrzPLfTmJNuZ7sI89CxV9uCHTI/0GeqlEhRCP29DHuuMmLQX7Ntpi0XJfNs3mckIl2zDd+hvedRlHr3NmxulkssxgJunT9Mcer4041jS7fRbrF8Oj+wUODOzAb3lp4941StjtLTxni9Rrj1v7eShHqsjMLbq7vt+fJjPSCj7Y+J3Mhkv2r47IEjHcDWhWgh1UJd41+Z9rcLVHanztHeeEWhD6BVLhw92eaMzbo/SZ6xkj8Hw+ms01rYMgf5djRZSuiecAuH6+jqf0jbl9VBW0zogIeklnBTmJkMVmObctH7lUsRp775xP1uACSnKxsOW0DKH9ylmKuybGrEVfr9kMdv9JcNEjltdu33Ib0lR8XCobtmYI4ZrnUm2UzZSrYnboFRn6Iv/goV6OIbunsVY8NtGxqw3H0+gi8/x6ckSNtNgu0wZL9bo3EAVIj/RyEO3z/YaLwUFaZ3gruUYWPMbtlc/jybrHXCcIyBkVKmU2KPXXgRKKv2j0yd78/93SluyfVTg1uJH0BZonl4dSNvyVIfrHagbtCeGiagXWbIBb/DQm6eVUSYqL27ldPhttPyrc2klt7XuYIyU1TPtqtGAtIWsXDWanDYaDMxSh47k6gV4jBrptS64UdyKLbLO3VZ/9mXDcfYEUH3kTMgQpRuJuN4IbxrrWC0jhW0PmBl57vet3K3QHrEX0IRX4l1WY50LLQBQpoVr8wtF0wuui6UN2i1TPr4Sb1Mw47HV4r7MJam2RtTFxqArrBWmAIAv62OL+lZTOvmpPRxZPH2mwT2yjBuUYiTtKf9sOimYJCS9RqaLZME2TZfpSeYA6J9u1Cfhb/Nl8/j69629pPJuIiNeH+HMo9NaA9PmQA221CVlWl72+E/l9OC6UkTAk1x7wVgWMPtpRu3U3ZdRdcmaj5YaZY6iQYB7wZysp8AKBFAgnE4nEBGm+YRAlK7wRZFLpYR0iMpTP+pc5YhSm1LmaKOEWesTi6/vSZlGCyrN9b3pTICqsukqIzQl5qrGnM0R0qP937W09Q7vUZGPDYbtcp6Vmp/0AtUylDTMHAYY1a8uxhDvtxVJj/c4FGuNKdkAL//tBngz2iJAQdEjHcAT8ntt6VRd4CisTkAOSDEUpL7OOyyuj9BeAu/yG0vPXf2/oYj9MWFHeW9U6O9bbbDvjCiTfCUkrh0nHdSenZ3IgilPGuM9o3srHTUARIlLMqsyR8SWI4nE0+OGRC3l0NIv61znu4er7dHTDjQAAAFtSURBVHPztdqn1lb1oQ1+b/PmZkRoXCw7oGjKOpQtximsXg56KVuMrSz09qvnfylPnZ7MRkh9L8BkBFnCUCh7fGN0p31S+y09nW2WcmoN6lxB8gLXdZHNQ5lbL1DFV+VtV7ji+
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通过
易起平台寄件,随时追踪包裹运送状态!更有大额折扣~~
ETA/ETD/ATA/ATD
常见问题
ETD是什么?
ETD通常用于预测船舶/ 飞机预计从某个机场/海港出发的日期和时间,在运输的情况下,ETD 提供有关货物离开上述海港或机场当天的信息。由于这一点,收集包裹的货运代理或客户可以跟踪包裹的状态。
ETA是什么?
预计到达时间(ETA) 是特定车辆到达目的地的时间。它是一个运输术语,用于确定一些飞机、汽车、船只或紧急服务到达目的地的剩余时间。因此,简而言之,它会通知客户可以预期装运的时间。因此,该术语主要旨在告知货物在到达目的地之前的计划运输持续时间。
ATD是什么?
ATD代表是船舶/飞机实际送出的时间。在物流中,ATD也可以代表收件的时间。
ATA是什么?
是ATD的相反,ATA用于描述货物实际到达的时间。