{"id":9695,"date":"2020-01-23T15:15:47","date_gmt":"2020-01-23T06:15:47","guid":{"rendered":"https:\/\/de.meviy.misumi-ec.com\/help\/?p=3603"},"modified":"2025-05-19T16:58:38","modified_gmt":"2025-05-19T07:58:38","slug":"basic-modeling-rules","status":"publish","type":"post","link":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/technical_info-en-c\/shm_guideline-en-c\/9695\/","title":{"rendered":"Basic Modeling Rules"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"9695\" class=\"elementor elementor-9695\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-499845b5 tblBasic elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"499845b5\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-a4352e5\" data-id=\"a4352e5\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3ce27c4 elementor-widget elementor-widget-text-editor\" data-id=\"3ce27c4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<table class=\"tableHover_single\" style=\"width: 100%;\">\n<tbody>\n<tr>\n<th style=\"width: 60%;\"><b>Modeling Rules: Bending<\/b><\/th>\n<th style=\"width: 40%;\"><b>Example<\/b><\/th>\n<\/tr>\n<tr>\n<td style=\"text-align: left;\">The sheet metal thickness must be uniform.<\/td>\n<td>\u00a0<img decoding=\"async\" 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\" alt=\"\" \/><\/td>\n<\/tr>\n<tr>\n<td style=\"text-align: left;\">\n<ul>\n<li>Design inner radius (R<sub>inner<\/sub>) of a bend as follows:\n0 \u2264 Inner radius \u2264 ThicknessDesign outer radius (R<sub>outer<\/sub>) as follows:Inner radius R<sub>inner<\/sub> + Thickness<\/li>\n<li>*Automatic quotation is not possible for models with non-uniform thickness.  The model modification function can be used to fix these models and may allow automatic quotation. <div>For more information, please click <a href=\"\/help\/en\/operation_manual-en-c\/shm_configuration-en-c\/9755\/\">here<\/a>.<div><\/li>\n<\/ul>\n<\/td>\n<td>\u00a0<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXoAAAFUCAIAAAClZGCBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAASdEVYdFNvZnR3YXJlAEdyZWVuc2hvdF5VCAUAAB5\/SURBVHhe7Z3bk1TVvcfnT8D\/gCoe8pbigTp55Y1X3njllVN1qng5iRmUkeE6ImI0x0yiQrwdPMaIQsaceCPJJBJxYAYTCQqTyaU8OdFREPUogsz5Tn8XK5ve083qXt17uqc\/n1rVtW577bV79u\/Ta+++zNACAEAloBsAqAh0AwAVgW4AoCLQDQBUBLoBgIpANwBQEegGACoC3QBARaAbAKgIdAMAFYFuAKAi0E0qX3559dy5c2fPzrz99tmuJu3i\/fffD3sFWEGgm1Smp8\/86799e899h3bd+0hX0+i+H337O9s+++yzsGOAlQK6SeXkyTf2P\/jUO39dmLnY9XTX9j0ffzQfdgywUkA3qfzu5BtjB5+cmV14649fdzvdNbL3448\/Cjtui\/Hx8aGhIT2GcjIzMzPacNOmTaEM0DnQTSo9qJvJyUmpoYzqx8bGlNFj6FrgjhqhUMJjbtiwIZR7DNlQKqwd5aITVQwNBebn57ds2aJjVJ9169ZNTEyEBlhu0E0q6KYXqB3fP1mzZk1oKKDJh+abzM7OhjZYVtBNKr18MVWWSxPdNGcZdVPWRHkaWq1ohsr4alG4vohWPUeOHFHGF4bCm8Cyg25S6UfdKPAcw1oFOALFYvzdjNJ4baL1zvDwsGqKutEmblLe4+jCREMpo7CPFzJaO8QLnKgDoTloW1VqE1\/RaJPoFG3ibpHYFPE0lsQH2KSD8TieksfXQfkQVFS9LruUj4ef3g3aAN2k0o+6KWJrCBeVmZ+fd0RFFFdCGcWY1KBNhLXiICwSfVE3iDaRgDyO7KOZqKfn5kEUsUJbefOW8LBGgze\/SvIKSN1cLB9CHY2OtI7oWWgVdJNKP+rGASmkABUVq2pajJiabrTiUEZhrw6+vapAippQfXSNcBCqj3p6QxEHUavqVfQyR3Eex\/G6xngQzU17DFUtUtSN0IChoYRmvijLmvtcUzwEm0itml7Urqea2A3aAN2k0tf3bhxCdbopbyUcz3aNMnW68QhCeaGMB6lDUaomLWE8iEbzhhpNAnIfxfPiQAW8iyKqCW0lNKAHjxeJRVSpVu0rzl8UD8GHGcd3k5+KxG7QBugmlZWnG9+akQvi6kYdYoAteSXiEYTyQhkPolaN4KYicYGgDqGqIJ04mvEuihS3Euqv1ZNXK168qI\/VVsTHXp6Sx\/dO42EWm\/x0JXaDNkA3qaw83SgaHbERdSgGWDG6iiOIxd4NBhGqlwXkFG2rNY5qfKNHapPUVGndFJceKXhuRbRrO8UXcR7QTUW89+IhFA8zNpWPtEk3aAN0k8oK0E0xGl0fFxqKW3lBNcUA0zrCKlG3YhAKb+K8Wh3tEVWqp0cWavWu5RoPKO+0F7TxDSONE4cVxel5F0XKutGGyvswhefvhVJiN2gDdJNKL+sG5KCoP+hZ0E0q6KZnmai9O7bkPWPoKdBNKuimZ9E1TrzegV4G3SzNiRMntm7dOjc3F8rLqhtNZu3ataEA0Legm6VRhGt9LqJ0lkU3msb69es9k9q8Frl0OzThJkzfDu20EUdvx+GmHGzKSFP0h2jC5qZsbIqe4SZI9M1Z3ZRVjdG24S86MKx83ThWM9EJffT5n1apm2PHjulcD7uHlYhkFM7RgQHd3B69ECnyn3ji8Yp1oxfeMINb8WtjE\/y62gi\/Jjeh9qK+NF4ONCEsJxrglUgjwjKmAWEJ1ICwfGpAWHo1IKzcGhCWfI0Ji8YGhAVnA8I5OjBwMbU0Os8c2IoxnVKqWa6LKcWwLTOAZyesMNDN0kgxUTRmGW8VaxpaGqAb6HfQTSq8EQ6QCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdAOQCbpJBd0AZIJuUkE3jRgeHh4qsG7dusnJydBWITMzM9q1JjA2NhaqbmV+fn7Lli133HGH+uhR0w4NUBXoJhV004gNGzbUPHMLs7OzobkSxsfHw44b62bTpk2hx020VWiDSkA3qaCbRlg3DnJZZs2aNSp2cIFT1plqQttNVKMJNF\/deFstgpTXMkd5FjgVg25SQTeN6AXdmOJMyrhVKxpdVXml40m6\/siRI565iqq3j4rXXIndoAnoJhV00wjHYREFYWirFs+kkW5kmeJUJQ7Xl+dfhxdEid2gCegmFXTTiLo41BWNAju0VUtz3UgHWphoJeJrLuWLHpEiNW3fA1KfiYkJFb2QUT69GzQB3aSCbhoRg1yB50j26kYXVsrHRUTb1OlMqCa03UqcSSgX0NxkB3lBGRXtC4\/jrXxhpcfi+MUBE7tBE9BNKuimEcVgcxwKR3VH8PhFYpzX0STsPTHpxm+ZSYIqSkDKe6vbeiSxGzQB3aSCbhpRF2yxGFc3Wuy40vXqo7CPNQ5g1bvolZFa3SFxcRRHi\/hNbt8S1kWTVzduisR9KY9uKgDdpIJuGuGQdniLiYkJFXVVVdSNMmqyU5SxbpTRo3D0qr83UVGV7pmI+xfxfFwfHRG7aQLDw8NeghX7SEzKq0Z5UTy0xG7QBHSTCrpplaJuFN6q8SWMMip6ZaFHBa3rIyqqMgZzDtqRr5igF0A3qaCbVknXjZYMqlf\/xc1qdEQ3Xmdpp6EMyw26SQXdtEq6bpxRk9GGHdGNrnHyB4EOgm5SQTcAmaCbVNANQCboJhV0A5AJukkF3QBkgm5SQTcAmaCbVNBNE\/z5vba\/o9g771VPTk4W349vwnjtW1dtfLTPHxHctGlTKHeZ+fl57a5H3qFDN6mgmyasqX0lOn5PSvbxNwZU3zwgJRpvG8o38UdmIrcdJ5\/4mWN\/bjjiCdShA7Rh9Rj6FfCHjP118zL+kFGV8e\/vzTaaT5Wgm1TQTSPqXq6Hb\/3pYrHkqkdRZ9EIfwaniIO5ji4tgvwxH+9CmbrVjevrqNmmb3TjhdiSU60YdJMKumlEXeB5XWPFOPDqLhwUhw5v9dRWS168eEzHpBZNHqfjAaOR48cLlWny+l92RN1Rp1O9bvx6UOUeG4FuUkE3jbALFEXKO5a0eneTi1rFuGgcqOrTJLyr0Y2nJ+vd9q5T2RGeoSamSmV0jHHx5Ro\/ITpGT1578Q+MFofyx6zVpLwH1EqkPKCM7EGEnjePLLSJ5a7OPoSocqFN3E24JhSWD3STCrppRDG66sLSReGiUfAo8BwnCh4FWHmB49grop7x3lCn0IDau6\/p9KhZNTJg3XGJ8gxtDRGfEI3vwSOqjENpX9pEeKdNBqwbRPV6xjyOnhZtKLPoUT29ax2I0FbeXHiEJReSVYJuUkE3jYjRpXyMJTe5KFwsolBUhChyluxQF3sxJrtEvGMtfCB11B2X8AwV7Yph4QPxtvEJ8Q1vjawOOl5fr3kobaj64nE1GtCDaEzb1sscWTKOU1yaedcaSiOEqhpxSqG8TKCbVNBNI4qncowBN9UVyyiEHOqhfBPHnkZW3rdXYh9lyreWO4LiVntcMiZ9IJ6P8Qz16GLxSYj5uj7GQ9k1ytTppjyg6+uQbtRHSxgPotG8a42mZ9t9is9ScXrLCLpJBd00ongqSx+1Uz1EkV+K27CDY0wjK68xHVTFl\/GKsSM8H9PIDsW8b83IBVpreHWjSuGhpAxloosbDehBVPTqpg5Vehx1CFUF6Whz12gOKtYteaoH3aSCbhphp0QXeDFSJL6AG8dVHaHtJu4TQ6hY9OrGayJHketVqcziWDeD1oEt1M2DuEPUX+xQJIZoEfeM8xGeknckPLK3jfkoyogqhTIeyj09SKMBy4MIdZBl5BT11xpHNb4xrCPV0anSuonPfG2j5Q92dJMKumlEXZz4Zdznt0768pLE\/esIbTfxK7ZDSMR7GRrcEeXX\/Bi9evRO1dnjK6NHdVNGm6jS9eq5OGINb1tHsUPEPe0I49H06KLt4PCOplA+LjQ0f3lBNcWh4nGpW5MB9WinR1SpcTyyUKt76knwgD7kxYFqm6umOPnlAt2kgm4aUfHZXNSNwlUoo9hTpZrUITbpMaJWx7MHGSjsbstueUE3qaCbJijOdUJr6RHK3SRRN8ro0asbM7C68SJIT1QoLx\/oJhV00wRHsl5FQ7mbpOvGGaP8YOqmd66kBLpJBd0AZIJuUkE3AJmgm1TQDUAm6CYVdHPp0qXDhw+HAkDroJtUBlw3cs3GjRuHhoYwDrQNukllkHUTXbN27dq5ublQC9Ai6CaVgdWNXCPL4BrIB92kMpi6wTXQQdBNKgOoG\/klukbeCbUA7YJuUhk03cg1q1evxjXQQdBNKgOlG1wD3QDdpDI4upmensY10A3QTSoDohtcA90D3aQyCLqJrlm\/fj2ugY6DblJZ8brBNdBt0E0qK1s3cs2qVatwDXQVdJPKCtYNroFqQDeprFTdRNds3rwZ10BXQTeprEjd4BqoEnSTysrTDa6BikE3qaww3Zw4ccKu2bp1K66BakA3qawk3eAaWBbQTSorRje4BpYLdJPKytBN0TWhCqAq0E0qK0A3hw8fxjWwjKCbVPpdN7gGlh10k0pf6wbXQC+AblLpX90cPHgQ10AvgG5S6VPd4BroHdBNKv2om+iakZGRUAWwfKCbVPpON3KNRINroHdAN6n0l26ia5QJVQDLDbpJpY90E13D\/\/OGngLdpNIvusE10LOgm1T6Qjd2zapVq3AN9CDoJpXe1w2ugR4H3aTS47oZGRnBNdDjoJtUarp5ohrdbNu+5+OP5sOOE8A10Begm1R+97s3du9\/rArdnL\/x3W275uc\/DDu+HdE1R48eDVUAPQm6SWXqrVO77\/3R2e7rZur8wp137fnHP\/437LgpmzdvxjXQL6CbVP72t79uG9n3uz98VWeHjqfT7y7cveP+8388F3bcGFwD\/QW6SeX69WvDd93zy6nLdXboeJq+sPCDwz9\/\/qfPhR03ANdA34FuUvn66+t3b9\/xy7cu1dmh4+nMhYVD\/\/mrp556Muy4xKVLl3AN9CPopgV27dpz\/LXZqfM36gTR8TR55tNt23d9cvly2HEBXAP9C7ppgWf\/65mHD72k1UedHTqepi8u7D1wePLXvwo7rllm7dq1c3NzuAb6F3TTAsePH\/v+I8emu6+bM+8tHH\/9T\/fuPxB2XPgmlMA10KegmxZ4aeJnBx9+rgLdKGkvO8fGT0+95V1v3LgxyIbvXkLfgm5a4C9\/nhvefm+dF7qUTr+78NIv\/7LtrpHLly\/rSiqYpoauqvh3dNCPoJsWUODfuW301LlrdWroUtIl1dNHTz388PiBAwcsGl1GaZmj1Q26gX4E3bTAlU8+uXP4njffqUg3SjMXF\/bcd+hb3\/qXzZs3nzhxAstAX4NuWuPe\/QdefOWCrnTqvNClNHX+xqlz10f3PvzCC89fu\/ZVmARAf4JuWmN8\/AdPP\/9mBe+Fx7RonHeujh18SldVn332aZgHQB+Cblrjjd\/+Zvf+R6YvVqcbpanzX0\/PLjzxk5M7du45e3b6xo0bYTYAfQW6aY1r167tGN398m\/\/Xtn1VEzTFxaOvXbhnl0P7d6z9\/XXX71y5UqYE0CfgG5a5umnnnzwh89X8ztbden0uzeUjr82u+\/+x+8e2fX0008dP\/bC3J9m5+c\/\/Pjjjy5fvkQi9UIKoVIC3bTMBx\/8Y9v2vSd\/\/2WdCypLp99bmLm4cOLUR488+dr3H3nxrnsOfGd4553bRv\/9O3eTSL2QQqiUQDftMD4+\/vizk2feW4YFzj\/T+cXvjusKS5d1U+dvvPnOV5NnrpBIvZBCnJRAN+0wM31mdO8Pllk3pSTpkEi9kEKclEA37XFj39j+46\/NVn\/DmETq\/RSipAS6aZMXXzy67+CPl+WGMYnU4ykESQl00yaffPLJ3SO7J6evTJ3HOCTSLSkESQl00z6HDj328KGfzVT7kT8SqfdTiJAS6KZ9Ll54b\/vo\/aff7fpviZJI\/ZVChJRAN1k8+OBDP5k4yw1jEqmYQniUQDdZnD49VfvBret1TzeJNMgphEcJdJPLs88++8Mf\/3c1vyhKIvVFCrFRAt3k8uWXX+zYMfrcS29zz5hEcgqxUQLddID5Dz8Y3X3fqyc\/mOr+v6AikXo\/hcAogW46wxtv\/Paue+6fenfxmwR1Tz2JNGgpREUJdNMxXjz24oHvP8O7VCRSCIkS6KZjXL9+\/cCB+5766ZvcxCENeAohUQLddJJPP70ysmP3z07MscYhDXIK8VAC3XSY3799dmTnwTffucpNHNLAphAMJdBN53n1lZdH9\/2QBQ5pYFOIhBLopsNcunTp+eef\/8Y3vnHf939ylp+nIA1kCsFQAt10Blnm8OHDa9euXbVq1dDQ0De\/+c19Y\/sff\/a3Zy4sTJ2v\/2OQSCs7hagogW46w9atW\/1vvM3IyMgXX\/zfI48+unPskTffucqFFWmgUoiKEuimY6xevTrIZmhobm5ONdeuXXvttVe3jx44\/vos746TBic5Isqgm86wefPmYJqhIV1Shdoa5975w+iufUdemMI4pAFJ4dQvgW5yuXTpkl2zatWqo0ePrl+\/XldSoe0mly9feuCBBw889MzUu4u\/U1\/3tyGRVlgK530JdJNFnWtipTNFvvzyi2PHXrxn90OvvPE\/LHNIKzuFk74EummfJV3TnDffPLl774Fnj5\/l93FIKziF070EummTNlxj5ufn9+4b+8Ghl0798dqidLi2Iq24FM71EuimHeSajRs3tuEac+PG188999zw9nu1zDl17tr0xcX\/ulv3ByOR+jeFE70EummZTNcEbizM\/Wn2gQe+99279xw+8qvJM5\/MXFzgnzqQVkYKJ3kJdNManXFNgb\/97a+PPfboncMjYw88eezVizKOvMNih9TXKZzcJdBNCxRdMz09HWo7wZUrn7z88i\/27Nm3beS+x54+8cbbn9cWO9xOJvVlCqd1CXSTSvdcE\/n666\/fe\/f84cOH7ty288EfvvDyb\/4+fWFBicUOqb9SOKFLoJskKnBNkfn5D184enT7yOjIzocOPzP581\/\/9eTbX578\/dVT567PzC4oTdfWPkpTWgEhI1KPpXAel0A3t6di10SuXr165vTUo489umN093e33fOd4R3fvXvf\/u89ff9\/PPujx1\/+xeT7r5784PVTH7\/1x5qDLpJIvZIagW5uQ3TN6tWr\/cXL6vnqq6uff\/7Z55999uc\/z736ysuvvPyLJ554fOeu3SP37Lxr++i27feO7n14dN\/47v2PkUi9kMKJWwLdNKMXXNOca9euXbx44e23z06fOX3i9ddekYxIpOVO4ewsgW4a0vuuAegv0M3S4BqAjoNuliC6Zu3atbgGoFOgm3pwDUCXQDe3INfIMrgGoBugm3+CawC6CroJ4BqAboNuFim6RvlQCwAdBd0saC3j\/9mCawC6yqDrBtcAVMZA6wbXAFTJ4OoG1wBUzIDqZnp6GtcAVMwg6gbXACwLg6ibEydOyDXr16\/HNQBVMqAXUzIOrgGomMG9VQwAFYNuAKAi0A0AVAS6AYCKQDcAUBHoBgAqogXdrFu3bqjApk2bZmdnQ1tVHDlyJOz+JjMzM6ENAHqbFnQT4rvAmjVrQltVjI2NhX3fBN0A9Ast62ZyclJ5Pbropo4Qxyzi3UWsGz2GMgD0D32pG3PHHXdE77h+fHzcV3xadk1MTKhSfVTUdd\/8\/Hx6NwDoBlkXU0eOHAltVVG+d2Pj2CNNkGLSuwFAN2hfN1u2bAkNy4GWIVqMaBobNmxQ0R7RmmV2dnZmZqY2wWAidxseHk7vBgDdoJ2LKQWqrz46u7pJuZgq4v5F3VgcorZpODQ3tdQNALpBO7pR3sGpZYKbbsuaNWtuuxpK0Y3WIBMTE8rE1Y0eVUz0SGI3AOgGbepG0e4FjotuEo7kKBc9KoD16Fa\/ce680BWNFaM+brotVkwRTyDRI4ndAKAbtKAb+yV+zmV4eFhFPSpEHaW+jyuJ1OlGmVijYrHJuonxf1ukOW2oTYTUY9eIOo94qs6Pj4+7s\/KJ3QCgG7Sgm0ZIJQ5giUYRKwU00Y0y6mOUt26iNQBgBdMB3Ugodkpc3agY5eKmWBMzBt0ADA4d0I0XNcbvVcVPx0guQjW+ilG+2FneQTcAg0MHdAMAkAK6AYCKQDcAUBHoBgAqAt0AQEW0ppsNGzYMDQ3xKw1tcEeNUGgFf5C6sl8R86c3ea8QukELuvF72PF7Uv7JmIiiQh3cVD09Mhm\/319GTTFTh7+Y3uTTzFZ8ZfE\/MTHRfD4AbdOCbvwx\/\/iLMMrXsaby3xKNhBkU6N5k\/FmhJX8ZZwXoRhS\/2wHQQVo4q+rOe+Vj0REo3NRZPHKR+KWniOsrmIzw+OU5FCk7ojajdqZUvW7kvor3CANCCwFQ96K3GD3opgGNdKOt\/DQqpH0LzKOpv7upg79WpstD36+JQ6m\/rxm9sPJW5QGFOngQNQ0PD7teo3kod3bPuLn6+5c9XKkaPboI0ClaiMnaiVqvmyKd\/bWtlggzKNCNyYShb6XolEgj3RSxNYq6UY2bjCvjUFtqX4WP3zirdbkFDxi\/QRLxTxR6HOWFrzS9aylMZpGAol88QvGrbQAdoWO6Wd6zM0ziJl2aTBj9VpZ8z6iRbmwEBbzytklRN168OOztF2U8lC9wiseloigP6EG8VPGNIa1flPc4GjzeRI+6iesaU5wSQAfJ1Y1OTZ3TXpB3aXXjHRUpr\/NdX56MX6g7+y6Vo7E8hyKObfUM5VufvWI8F\/O1LvV\/EQ9licSLIFHru8SAri9i3eiZ8SAiakueihdTcbbF0QA6SAd0o7xiT3mdzW66LTq50xcg3lGRJrpRvtXJtIqjsRu68Q0Xj6x6y8VDaQHi1rgSUV44Xx6kbsESidKJc5ufn\/dFnDcXXExBl2hBN34ZjPcjlRc+a1XpVhfdJBw5US561DmtR7eqvthZa5AYNm5KxyOUJxNXNxrQcet61SgTazxILHplpIxr6hZHnqSvYhrhDT0fo6Jw3iOoT13eooy4Mg7lnjo0\/wlqXZYYsG4QUfwrKG\/dyDs6BOVV42ux4v3juBVAB2lBN\/G8d9EhrbPWRZ+yelQ3n\/fFUC\/qRplYo2KxyWHTxoneaDJ1ulGTHoV14x05I9RHRW\/iem\/SBtpQm8fnSqgonPdhOryLphCas49FIvDhFIfycXlDZcTiNrcOKHws7iBUVKWeYY+sJtdoK6tHaNv47CmvGu8RoIO0oBsvuX2mNiGezQ5pnbWqKTrFfVxTjArlHTYdPNEbKc9z8ypGTZqw6hcncZOijwYNWykuYwE6RQu6cQTq9TCUG6BgtlNiqKsY5eKmWBMzZhl1I5SpbRRQhwHUzUTtSwzFPwpAp2hBN0KBqnMxrrqXxJFsHM+OeaHNhWoUxi4WO+sUX0bdOLM4j8JNpQHUDVdS0D1a0w0AQNugGwCoCHQDABWBbgCgItANAFQEugGAikA3AFAR6AYAKgLdAEAlLCz8P0obnYnzKwYlAAAAAElFTkSuQmCC\" alt=\"\" \/><\/td>\n<\/tr>\n<tr>\n<th style=\"width: 100%;\" colspan=\"2\"><span style=\"font-size: 14pt;\"><b>Feed bending (FR bending)<\/b><\/span><\/th>\n<\/tr>\n<tr>\n<td style=\"text-align: left;\">\n<ul>\n \t<li>The inner bending radius should be 10 or more. The outer bending radius should be inner radius + thickness.<\/li>\n \t<li>Please refer to the following section for the range of the bending radius.<\/li>\n<\/ul>\n<\/td>\n<td>\u00a0<img decoding=\"async\" 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\" alt=\"\" \/><\/td>\n<\/tr>\n<tr>\n<td style=\"text-align: left;\">\n<table style=\"width: 100%; margin-top: 0;\">\n<tbody>\n<tr>\n<th class=\"\" style=\"width: 54pt;\" width=\"72\"><b>Thickness<\/b><\/th>\n<th class=\"\" style=\"border-left: none; width: 54pt;\" width=\"72\"><b>Inner radius R<sub>min<\/sub><\/b><\/th>\n<th class=\"\" style=\"border-left: none; width: 54pt;\" width=\"72\"><b>Outer radius R<sub>max<\/sub><\/b><\/th>\n<\/tr>\n<tr>\n<th>0.8<\/th>\n<td rowspan=\"5\">10<\/td>\n<td rowspan=\"10\">150<\/td>\n<\/tr>\n<tr>\n<th>1.0<\/th>\n<\/tr>\n<tr>\n<th>1.2<\/th>\n<\/tr>\n<tr>\n<th>1.5<\/th>\n<\/tr>\n<tr>\n<th>1.6<\/th>\n<\/tr>\n<tr>\n<th>2.0<\/th>\n<td>10\n(Steel R<sub>min<\/sub>=15)<\/td>\n<\/tr>\n<tr>\n<th>2.3<\/th>\n<td>15<\/td>\n<\/tr>\n<tr>\n<th>2.5<\/th>\n<td>10<\/td>\n<\/tr>\n<tr>\n<th>3.0<\/th>\n<td rowspan=\"3\">30<\/td>\n<\/tr>\n<tr>\n<th>3.2<\/th>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/td>\n<td><img decoding=\"async\" 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alt=\"\" \/><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Modeling Rules: Bending Example The sheet metal thickness must be uniform. \u00a0 Design inner radius (Rinner) of a bend as follows: 0 \u2264 Inner radius \u2264 ThicknessDesign outer radius (Router) as follows:Inner radius Rinner + Thickness *Automatic quotation is not possible for models with non-uniform thickness. The model modification function can be used to fix these models and may allow automatic quotation. For more information, please click here. \u00a0 Feed bending (FR bending) The inner bending radius should be 10 or more. The outer bending radius should be inner radius + thickness. Please refer to the following section for the range of the bending radius. \u00a0 Thickness Inner radius Rmin [&hellip;]<\/p>\n","protected":false},"author":15,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[110],"tags":[132],"class_list":["post-9695","post","type-post","status-publish","format-standard","hentry","category-shm_guideline-en-c","tag-technical_shm-en"],"views":1650,"_links":{"self":[{"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/posts\/9695","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/users\/15"}],"replies":[{"embeddable":true,"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/comments?post=9695"}],"version-history":[{"count":14,"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/posts\/9695\/revisions"}],"predecessor-version":[{"id":34064,"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/posts\/9695\/revisions\/34064"}],"wp:attachment":[{"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/media?parent=9695"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/categories?post=9695"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/de.meviy.misumi-ec.com\/help\/en\/wp-json\/wp\/v2\/tags?post=9695"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}