bestkj 发表于 2019-6-21 15:33:24

sw简单模态分析的问题

我用SW建了一个10*10*150的悬臂梁,然后用simulation的频率分析模块分析,左端固定,材料特性E=2.1e11,密度为7700kg/m^3

结果一阶固有频率就达到了374Hz,这个结果和我的常识不符啊,不应该有这个大。

如果用悬臂梁的理论计算公式的话,前三阶频率应该是23.4,146.6,410Hz。不知道 这个计算哪里出错了,有没有大神指点一下。

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10rD4dY0iB+BThUWnZE7ZtSoxsj+KTFsO2xMcNPuHuM5KOITls/0TYVqXljlWOMtYCdWudz7GPSgue8G2f0u1+FJ+0Gra+MxEhfUfMMXNA2HqitShb6FiNSf+clbD1R7snQtqGsM1Di2HrOkfNdTFkCdvfDg8//2k+bFuZbtLesU4Qtvuh3RMhHRzTyHnoLWxLhHRpbxC2FnymGmqjvWOdyBm209+2ttHcZqXR7gnXVJ6tbWPaPdQ7PZLiCVs7+WyXsi72fLb9chwzBsK2cbR3rLA/eAIkeKI+2cJW/PyHsN0JiggkeAIkeKI+hG3jUEQgwRMgwRP1KRK2XxC2u0ERgQRPgARP1CdL2P7b8PDzH++wjTkpQggh1Jqqhi2kcbtxxwpL8ARI8ER9softbwjbXaGIQIInQIIn6pMctn9+CdvfErZVoIhAgidAgifqQ9g2DkUEEjwBEjxRnyJh++sOw1br02ZaKaI9nyB1xCcEzWnBE6WeNuTrs6P5I8UTIU9q4glS22QJ238fHn7+01XYai5M7R1raKH6rMv1rNVeacETW3+nrIvtsI9ArCd8r1eJNpXLc+yX45ixELYOpguutSi1d6wTPneXtufa2orCdh6t7VYS7Z4IaaPQzjBllNMzLYetTx8cup9Pv6ItbJ+enhY3lXcRtvugvWOd2CtsQ87bK614YoKwLQ9h616nPWz/6w9P5s3ng3nz2WDe/PxFn3YStrEd/J600rH6FKlvUc4LJbQAj0ArnjAmbPovZ9j6TDn3RKth6+qDt9ox5fylvJElbD+bhe2nnYRtK9ORrXSsPh1jSIH4FOFRadkTtm1yhW0LN9G5aTFsS3zckOt8MWQL2593GLZSGmm5Y7VdY9c627G1ttVetOAJ3zYqPY18FK+0Gra+fXBI3xHbr6RSJGx/1kHYSrQWZQsdqzHhoxjbutCppqOh3RMhbUTY5qHFsHWdI/e6JsJWjGoJ2x3R3rFOELb7od0TIR0jYZuH3sK2REg3F7Y/I2x3RXvHOpEzbKe/16aWWpn+L4l2T7jayNZ2rnb1CeAjeiPFE7Z28tkuZV3s+Wz75ThmDNnCdjaqffNPHYatVrR3rLA/eAIkeKI+yWH7+6eHUS1huyMUEUjwBEjwRH2yhO2nhG01KCKQ4AmQ4In6ZAvbWdAStjtCEYEET4AET9SnSNj+NCBsY06KEEIItabksBWj2qCwhTRuN+5YYQmeAAmeqE+2sJ0FLWG7IxQRSPAESPBEfYqE7SeE7W5QRCDBEyDBE/XJErZiVEvY7ghFBBI8ARI8UZ/sYftJJ2HbypOIWiiimKf+uPbL8USaXmnBE3NyPIkopF6P6I8UT4Q8qSl3veZeF+qTnCSH7e+eHka1b37SSdi2gPaO1fVcVFux2PaLWXcUtHtijmz/XG3re2N3FH/EesL3epWo1z3WbVHiZixL2P50OaolbHekpY7VGP+HxxO28bTiialtcgeqa13Mdq1D2Npf/9r26sP2J4TtrrTSsU7kCFuf/X3W9UornigVtiFtfhR/tBi2tnPk2s+2vdqwnY9qh07C1mdevzYtdawhnWNskfuu65kWPLHVAa59zLC2b2q7a6/r3LQetq7tQvaz9esxU86+ZAnbT8Sotpewtf2thRY61jk5R7YE7TraPeHTcfqMLkI94XuMHmk5bHP2DzU/gsoWtrOg/evX/2g/bCVai1J7xyrJVUwE7TbaPSFHFzk/IiBs12k1bHOPdG3HCfFlDFnDdiBsd0d7xyopcQfqOtbR6METMeti2v4ofmkxbGPbPqRN9+xLUsP26elpcSPw16//0UfYMo2chz2me1zHOhraPSEpPQpK3acHCFv3fq5tU0kN2y//8tU9YOdqPmyNWU4raKWFjtV1HW3L1/azTfeUngpqgRY8McfWvmvb2talHr9XUjxhq0Of7WLXuWo5935rrysnhG3jtNaxQnnwBEjwRH0I28ahiECCJ0CCJ+pD2DYORQQSPAESPFEfwrZxKCKQ4AmQ4In6VA/bmJMihBBCralq2H755ZcIIYRQ92IaGQAAoDCELQAAQGEIWwAAgMIQtgAAAIUhbAEAAApD2AIAABSGsAUAACgMYQsAAFAYwhYAAKAwhC0AAEBhCFsAAIDCELYAAACFIWwBAAAKQ9gCAAAUhrAFAAAoDGELAABQGMIWAACgMIQtAABAYUqE7f8Dds1XY28DqFgAAAAASUVORK5CYII=

远祥 发表于 2019-6-21 20:11:34

模型固定约束点可能选的不对。。。

忽悠假期 发表于 2019-6-22 09:00:23

应该全是你的错,为什么。
因为我根本看不到梁的长度,多长啊,怎么跟你校核。

bestkj 发表于 2019-6-24 10:09:25

不好意思之前没有发图片,梁的尺寸是10*10*150,左端固定
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