首先说一下它的含义:
1. ”嵌入互操作类型”中的嵌入就是引进、导入的意思,类似于c#中using,c中include的作用,目的是告诉编译器是否要把互操作类型引入。
2. “互操作类型”实际是指一系列Com组件的程序集,是公共运行库中库文件,类似于编译好的类,接口等。
3. “嵌入互操作类型”设定为true,实际上就是不引入互操作集(编译时候放弃Com程序集),仅编译用户代码的程序集。而设定为false的话,实际就是需要从互操作程序集中获取 COM 类型的类型信息。
它的设置方法是:
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" 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+0LaPDq4fGJD/cZL+1V5qHcpLEtTxs/gEPzQxwTtoDD3cOjx4WIst4abRpgm07NQ/bXZ7SadttD+uZwPZo1ijbwx6GwcOdw5uHzdSHbfKokNUzHtZStsy9LgrtN+Vc4AOdrp0DHsaB3/ahQ4F6MR/qsjx3eLjMM5HnWZbngp1aVhT1LrV66X7NotjtYeu0nsyXpM6yR+cxNL49bK9MkhU746EUzWpPkq9Lu324X+3ElvZhfe0Tam7mqX3KTG2NWYQRN7eE5/7Srqnu7ZBotg+NvdD5vBlNS659uE+X8T71Uivo0XOnny/rQrpP5zIkW46HTbBSNVXbQzXJeqnXMtUFvWzvL92j9k+Hh8s80yalNzwkK1VrtV9FwWD487AQzfW2oM05TR7eQ/lVVQOtO1tYl7W6VdO6ND3cpxZih4fEq2We2fXSvDA2NK51+3I5C46//tKcFH1iEX+zvRCZENmU1nv63z8k1++Saw/uUTjsrJeqOmkmhB0PVUbR6yGfd2BA/MVD/W6CXMzkdGn00zRbckGsR2yz25x7Ew3xXFsseO+nAVsFuRAH8HDcIBfiAB6OG+RCHGzkIRISkseEeDhWkAtxAA/HDXIhDuDhuEEuxAE8HDfIhTjw6CF5iMZ4RtukEFle2C9B7dHtd28E8FB7/hf4wauH8lV55sV68zlSc1s8RbUWp+73nogs9uPb2pqrnXmfHjJv0ZisUyx67tZVRM1nwPodlWtvvRjKw4I86G+8d2odYCEQC9fF9pDNf+viRxYMHt/a3mN01JnWe0RY/VC/3TpLo1CPv+tPY7Ydlb439dpDr/UHqpcKUb3QpF+YmVd164sINFyTnh5aBZN/23MYWt8n5o3Z1MN+u3UMX7Dm+FrsS2d91/cdD+kD3CpQm4dHhskgkR8V09Xp8FDFOuMr1sNqnUJM6WhcVkVL2xM7iAZdmBu9BtbrHK6gZL9EY/6Qviuje6LPbjvjYedRUfiXXRwDkJidKb77S2sPaV6WmmaFmBq11p5/JuBoaR82pdFuHZSOeim9MpZme0GWT+19YnsQDbuVYRTHHtKZi7gfYnZl1Qw7dqu36Mxri10W1/aQHZ2Err/0Hw/rImC0beXgFlP15rcFaqcr07deWpZ6MaJF0DEgjVlbtQRgB9Fg6rh0t9ZIHOaBcUv40TrsXRl/ftduuxquloxreMjVDrmKwGD1Uu2YZZQURWtDBazKKh4ab+fbp73TQ1J7ZVZgt2KPSn+Tm9nI8tBZRuiuzB/q2G3X6bLqqCt6SAdZYkYn0aoJW/Ww/nV46I/e7cPmoyoOXR7a9VKztLODaNCF1SANWoGzRuIwDkz+mCGU9UPMrrg/v223jn4a56Vo1f5S0iJgRich6xfCs4dNq9wY3lev+8BDf6zmoTrbfTwsu/tprMqWvlDvpDDaI23GWCWe+yF7V1bve/tujTt+JGKxx9jDQ6bA61+R0Uno0fprH1YnxdFKtuKha2A3KLkifG+Zm86q2FZ2sbW9DrVb7/juLwXbZfVc2LRX2gyx3hiou3y43Wps+BvwcNxsNRecHfpgU+DhuFkhF54/L09OaDq/c8eVjDXL58+H/CMAxsWILH37l+++/NNfxW/+Nvv12TvXz965fvazN//3hz/0lc5+9ma127/Nfv1X8ZvvvvzT6bd/Cf9Xx5IQD8fKd1/+6fzOnfNbty4ODz36tmq6ODw8v3WrDqRgdeDhCDk5Ob9zZ1XxLq5du7h+Xabzo6Pz42NnOjqiK19cu7aylnByFeDhaDi7f//8/ffbBXh16dLF9evnWXZ+fFw+flw+flw+ferzIJ4+rXZ7fnx8nmUX16+/unSp/ZDO33vv7P59n8cQI/Bw5zk5Ob9169Xly7VpP/iBVsr/4dr5rVtnd++Wjx+/fPEiyAG+fPGifPz47O7d81u3XJHz1eXL57duIUK68OnhPE3SufowmS3qfy9mE/WhXkBWtXeTHDhI5GZy//PUWEfbcbOadQj01+Se5CrztFlo7z+ZzBb1n7qYTZx/xuac3b/PFuuLa9fOb906u3+/fP58F6+Gz5+f3b/vcvLi2jWERxvPHjr9sSRwiiG/bi/hxEOqtLFdp4bVd9XhNStXas4Xav3mN+RvDe3hyYldiC+uXTu7e9e4hUBzwT7/7ovdtnj+/OzuXfZvQWykbKVeylvQaiINp8yXCQ1Nzngof8Fah700uH9zex6+fPHC6IC5uHbtPMtczTwuF/Qr047w9Ol5lhlCXhwehqpL7xqD1EtJ+W+3KXEVmMVswpjDRboWmtrvPE3q/xubtATwislsPpsw66TpMB4+fUpL6qtLl87v3GkvqaPxsCzLsnz54sX5nTu0a+fi2jXPPUnjxJuHdplO51pLzywb8zRJZ+5WGxOtTA/TdJKm1U8kSTpvGpZNe6/2XIVdp7p1G7H6E5gyTK4rw8XDly9eXPzkJ6oDpsvAih4eVpejeZokyWS2oE1zrZmuMqvzArchlY1KxZ//HFFxyHg4T5UFpgMkVjElmSvf2h6aUtUsnafpvPn3YpbOFuViNklnZmNRv0wsqlgng3L9q2Q1WRtl26J+PTz/4AMZBvu3nXp6mLDuqX+Tfqn2TjSPnJzIwHj+wQfD/95OM1Q/zWQ2SyeVDtVFWNdQ5TvbSuQil1q2mE3SuRTQEQ/ns9nC0Wnjgv+elmr17+a3fMWOP/9ZxoeVOjB6x0Puk/y31X4eOiTWnJzIv3rPQ+Kw7cPqWsxVMbU7HNbll791wd6QaOBCU4eHC7bt114cB+ohPbt/v44M77+/0oa+PPR2QVkR+WTCnt/MGLqfJkmaPg26mt1f0qfTxfaQ7c5RbTzLwzbH5mkymbA1spXux6zH2Sef1MXxk09W2nAtD+lFUtZLadTfXjfP2n94ZAxXL12obNZqoWwfKSkdDsyoaT4nUHfatDXfXPXSeUqMmqeJuxs3gnhI+qInaarHxoSpdwwM4mHFIPGwtMWap8lkNmuLe/UWrhBHDK/vJaiOlrohWvf7KKn61Uu5Y5LNvzTtqrv6CYk+24fjAe3DBp8egk1Q/aWXL2/WXzoSTk7kQ7PoL4WHu8LLFy/oTfyz4+N17x/uOi9fvDg7Plb3D996a8+DYQkPdwvjeZrLlzttHFcuVAbKMIjnaSQbeYjkP337l7N3rhtvNr385a++K74Kf2wbpO+Kr17+8lcXly7TP+3snesYVoMmxMMdw/W+xb17Le9b7CLPn5/du8f8LW+9hfctKPBwd8H7h/sDPNx5qvfxm0cx+ffx790rT05Cvo9/cnJ2757tnjzaV5cu4X38FuDhaDi7f//8vffax4N5dfnyxeHh+YcfqjFIvY9PI8c+/fDDi8ND2unCHM+lSxifpg++PCSTbNSz4E1bxx3vmgqaTD+H6UlNnj49u3v3/Oioc4wmo0J4cXh4cXh4cfjz//n7fzw9PGwZR7hZs0mrjNf26tKl86Ojs7t30RHaH+/xsJpShk7PXbLTaLnmmGmEZmeBBibfFV/VAzRdv/7q0o/62+IxyUHi4N7aDOahIx4aUz/XMJOxqTniMCVUC0at5NG//vP8t4/P7t49Pz6uhx590+d43hdvvlkPf3p8HHaQuMjw5iGZ4k3Fw8avOh7KqYK0cKlVUW3xVpgZeQ+xWwfO8/P8eT2i6ePfzv/p3/67GoPUkZo1m4T5LQbGp4f1ZM3s/LMm9QyvxsTH5Nt6ctmczpqJOUstuj1kZvBUV7P26T1xsreGNw+pf0xt0spUvoLa7MvYAgK6cPaW1advmYvmxKlrXuMhoy2tnKBpvj0G6S8tSPOuzlWiaddcwMtcCJGJotqmEFNRLPMsywsUC5s+9VIr6KnqhjCukFbe4PK3HXz30yzzTBSueFhne8YFt0bURjmtxJB2JgqGRoeHyzzT5n03PCQrTXGCQzKIh/ST1l+jLdRpPCyEKOq9qIJD4yoKCqXDQ3K6lnlm10tz8+6Q1mAvBOofW8K3h/qNQxoYtWZHW720NG1G+9BNV72UdGMLYcdDVQ+Vm3FdN2BofPaX6tVPSy2hLswt8bBZhfTtoUy44a+GYGz4jodguyAX4gAejhvkQhzAw3GDXIiDjTxEQkLymBAPxwpyIQ7g4bhBLsQBPBw3yIU4gIfjBrkQBx49dD0no9/SN97UL+ub9tojj9adfvP5GtAAD+PAr4c9ZHF4qD18TDyslsJDF/AwDrx7yMUyuqDy0BU76WgYRE546AIexsEQ8VAOf2E8eGyM6Ua2M0QVIsvyIhdCdL9PvOfAwzgYql7qfDy7rpfKZ8GzfKkW1VXQPM+yfEkcRjx0AQ/jYLD2ofWqt1yuS6e9cr+UrwGjn6Yf8DAOBvFQVkzJu6cNTDxc5pkQXH8pO4IGhKTAwzjw7mEhdFfoyAxlqZp/NNwVorXFiHjoBh7GgW8Pi4LzZbnUxojSBu3L8rzWUOoHD3sDD+NgsPYhgzbKzHSqqq4iz7OqiWgOR9N313sLPIwDvx62PE/DtutIlyitz8rum9Ync0AJD2PBo4cgAMiFOICH4wa5EAfwcNwgF+JgIw+RkJA8JsTDsYJciAN4OG6QC3EAD8cNciEO4OG4QS7EgT8PyTMv+vMwLZPEGLfq8czMysDDOPAZD6lw7Ixr1pvAdFQaPLu2DvAwDvzWS9W8hfzDaNJK7S1Eui1YDXgYB0O0D22jtMl+dQ9RL90IeBgHvjysY2A9zWyLh6iXegUexoHn9mHjIeqlWwIexsFAHsqXCSvhHPVSU1h4uDLwMA6G8LAsSxLx2AEvGj31QWng4crAwzjw7+EyF0QxEgn1ntQsL+jYpvBwPeBhHHj2cFoPSDpVr9kbHjbhcalbCA/XAx7GgU8PqxhYiCl7596UTq5Eh1Ac/g+ODHgYBz49BNsHuRAH8HDcIBfiAB6OG+RCHGzkIRISkseEeDhWkAtxAA/HDXIhDuDhuEEuxAE8HDfIhTjw7OE8TdK5+riYTehHncVsknDfztPJbGHuqd7g4OBgMlvYO7IX7glrecicWxAWfx4uZpN0XufwPD2wSOeVeon9VUWSVDZpHlbu1Ss4Cg88bFjMJur0Js6TAg93Dn8eEvdkLpvxsNWYyj/bQ7vIUDlZ9kdL28MehsHDncObh5Uwq9RLXXR7qLGYTZIk2deCBQ/jwJeHi1k6WzQ5PE+Zymcymc17xbF52tRdkySd6ZskZmVrMZuks9lkMpule1m0uj0kbYHmK+WhrFmQC5k6//tTrQjOAP00qXG1dYc0/pumfipXSeUCc4OqQNW1XW27faGlfTiZLeT1sSwrv6qz13jIaDtP1ZWuZ3QFHvDpYRUGk3TOtt8SWyaXh0kir9DzNKni3cJaXxYZ2eqkhWhP6FMvtYKejIfzNEm0KobVwbZv5zMU3jyUNdLmSksvq0abkRiZ2P17VVyrtyK7NfapXbcn9kV/P+jwcDGbSM/Ul3YrvrFxD69ku8EA9VLVV8pHMdVQcXWGqg4a7cpNZWPvjlSr7JWKHR4SrxaziV0vnc2NDbWTN9/PNncIhvNQQm2rykUjFedhoy+9HVld1ScTh1+4f9hg10tVi3GSpnY8lD1qajOmXwcMzqAeNi29xhL6Ld+nms6b3pamg2ZGAyG5phPgIRg7nj0EWwa5EAfwcNwgF+IAHo4b5EIcbOQhEhKSx4R4OFaQC3EAD8cNciEO4OG4QS7EATwcN8iFOBjIQ2sWGYo+F5s++1qzpJnsgqxLJs4w5vOWs9uIYt/mq2FyYZlnzXRaOtxp0WcjMfdTbdGamcALw8VDZw5LtZhJgRuWeTbV5k+s1CyWS7KbZma3evO997CZ00faQ8+DOsv2RYyZuZmd1BnzxQ6GLw/bsk3LYDXTE1HMnbFG7NS+gYdMPJSno83D7hOkXUXdmQA84TkeMhJYMwIrbThVO67WfI1rOp1OhdhzD7VLYUu9VE6P13atFMKZD3ByAHzXSy0LdA0LUZcHMgEif32u24h1cbFXIFN8Ix4qqvPVegLI+V429fy6TWiwE3QAAAanSURBVNlkSJYvab4hHg6O9/YhnWGU+yREPTGwLCuah/KiXi+qV6RX76Y2Kqu3+zyvsJELRZ5lU5HnIs/56kZJrVoWInPFOHe9BE4OwAD9NLQFqGdakedLW5M12od0E7sDYp8Kip4LRZ7nda1ThjztSliWZVmITIjOThjEw60yTH9pbQSXe5WHrqttawlxWbZfEVBH7y8V8u6N495OybYc5EWt+mdnnxus9M6gHnJxbqV4WIhplrE3r9q6c/apmNBcKPJ8yVXT9fNhBTfaw2qeurolkQlhfQV84tlDo1ul+qjlYE8PtS07Oh8QDwkdHjKuOa6DhagzoN6kipJ7e6IHxpeHdV2Gzab6O0e1iO+nYa6+svnXXXfdn5Do8NBRtax7yWrkSnaApFmpqctcWYEHhqmXgm2BXIgDeDhukAtxAA/HDXIhDjbyEAkJyWNCPBwryIU4gIfjBrkQB/Bw3CAX4gAejhvkQhx49LDno2bGM9rsWuwjHtVtZ9xC1oCHcbCNeEgfyLCe4aCjoNgeas+F4JkqG5oLzIUQp2wk+PTQ9cC2MqyWTn/7UP+OFqYsL+zHIQGFuxr2GvgC7BRb9dCuhlZvKJov3avBM5jHkgEFHsaBZw+72oeFmIqiksv9EgV51pt7XhliEnp4WF3Vmtcn6CCI2oCIKvdwgrfPduuluqpZvqyqpXrUK0T9zmH14nj7MDb7Tk8Pp6x72qBdWhMeZ3rLbMNDc5UmHtqjs2X1uBnc4H/wkKN3POQ+yX9bNRmExC2zLQ+ZXphpVg+moneVai+VW2M2AB1vHsK8oGzLw/o7Ug1lhysyxmDjx4MCirU8pEN2q8FsyJnGid42Pj1sGZ9Cakhzm7ZIzDFUmpfK1Q7hIcfKHtJbuELosbEGp3n7+PSwbaCverIKbYTDDg+dA8MDBechGB9ePQRbB7kQB/Bw3CAX4gAejhvkQhxs5CESEpLHhHg4VpALcQAPxw1yIQ7g4bhBLsQBPBw3yIU48Oehuu3O3s63b8nbr0m136fXX9jPmLmN5G+zc7NF+QQlPIwDn/Gw57xLHQ/GWFP/kt3zHvYZPGN/Pex4YE2e7paZfYzvzU3s6679BTPMietX9xK/9dJuE7uf7JfPnRZiKoRjdmnTQ9eoUi3EUQK6PNSf4jVNJA99a096y43ts9SxifZOY/srjXjPkeC/feh8K7958bBsn+hZ87BvPOzIz7ZZ4cbNKvVSq06gmcBowXjYtYlDLn6K0xgzZE28eWiOMeOOfHRYDNtVs16qlDUGdFMr5WboM353mWciz7Msz+N7oYfkAolUxocaq0GgL7AzjJxl/i1QaxNXptttEbzyqOE1HpLARMeGMqMa17lCWx/WS4hyBlMjHpKfFVRXbf/yHSpVn40ILRdU2e4V3IyVWsyQVnds4tgFsxga6gzkIS3vxERH/bDdQzLaoh0Pm7ca8+ZLXUOZ3fS6EFMB0HOh+eMsDdmmXGc8ZPbctglf0+R+GnVSk0E8XOaCTmwv1WuGpFnRQ2ataiU12EZVnyUt0NKup2kSx1IK7NaBNe6W++/VNGp3g3jo2oTbAf/T0NBiCA8N+8pSi4/dHk6tVom5ljYeMR3Mxhqan2mG1j08cZQEMxeWeUYHuWPbiWoZEYLWHKZN1YG0Cpkarx4NrXDK/TS/JvB7H7/X/QAP8bD5Fx3bbZln02mWZQ6/9ub+IRl0prQvQ7LWSq5oxjWPfsveXLQ3KTnp2J9m1wRe+0vJXSUWdRW1i0lbxqh8V8VDtQWFyPJc6INs8Le1osx8plYCRojXeinYOsiFOICH4wa5EAfwcNwgF+JgIw+RkJA8Js3D0JcGAPYOeAhAeOAhAOGBhwCEBx4CEB54CEB44CEA4YGHAIQHHgIQHngIQHjgIQDhgYcAhAceAhAeeAhAeOAhAOGBhwCEBx4CEB54CEB44CEA4YGHAIQHHgIQHngIQHjgIQDhgYcAhAceAhAeeAhAeOAhAOGBhwCEBx4CEB54CEB44CEA4YGHAIQHHgIQHngIQHjgIQDhgYcAhAceAhAeeAhAeOAhAOGBhwCEBx4CEB54CEB44CEA4YGHAIQHHgIQHngIQHjgIQDhgYcAhAceAhAeeAhAeOAhAOGBhwCEBx4CEB54CEB44CEA4YGHAIQHHgIQHngIQHjgIQDhgYcAhAceAhAeeAhAeOAhAOGBhwCEBx4CEB54CEB44CEA4YGHAIQHHgIQHngIQHjgIQDhgYcAhAceAhAeeAhAeOAhAOGBhwCEp1Lv/wF/JoBqbQMkFwAAAABJRU5ErkJggg==" alt="" width="269" height="369" />
问题:
如下图所示,有些时候互操作类型,在调试时的监视窗口中,就无法查看其变量,并不能显示出其值,据猜测可能是在程序代码中,并没有对其进行引用。
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" alt="" />
所以可能需要如果查看某个互操作类型的具体值时,需要再代码中先引用这个值,如下chart_group所示。
HWLPL_ChartInfo HWLPL_Data;
Excel.ChartObjects hwlpl_charts;
Excel.ChartObject chart_obj;
Excel.Chart tmp_chart;
int nchart_totall;
Excel.ChartGroup chart_group;
Excel.Series tmp_series; // get the chart data
using (ExcelOperate_Tmp xlsHandle = new ExcelOperate_Tmp(strFilePath, false))
{
xlsHandle.OpenOrCreate(); Excel.Worksheet sheet = xlsHandle.GetWorksheet(2); //"表"
hwlpl_charts = (Excel.ChartObjects)sheet.ChartObjects(Type.Missing);
nchart_totall = hwlpl_charts.Count;
chart_obj = hwlpl_charts.Item(1); tmp_chart = chart_obj.Chart;
//table = tmp_chart.SeriesCollection(Type.Missing);
chart_group = (Excel.ChartGroup)tmp_chart.ChartGroups(1);
tmp_series = (Excel.Series)chart_group.SeriesCollection(1); chart_group = (Excel.ChartGroup)tmp_chart.ChartGroups(0);
}
至于是不是这个原因,需要大家去探索一下。