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ML3P03系列德国REXROTH同步直线电机具有的八个优点

时间:2020-12-04      阅读:14144

德国REXROTH ML3系列的自冷却铁芯直线电动机在小的安装空间中提供了强大的力量。ML3系列的同步线性电动机是传统滚珠丝杠驱动器的高输出直接驱动器的替代品。它们具有更少的易损件,更高的机械刚度以及高的定位精度和动态性,从而地提高了工厂自动化的生产率。由于采用了节省空间的机电设计,这些线性电动机也可以安装在特别有限的安装空间中。凭借高同步运行质量,由于其低止动力和由此产生的低力纹波,电动机可实现高的生产质量。

德国REXROTH ML3线性电动机由一个MLP3初级组件(线圈)和一个或多个ML3S次级组件(磁性板)组成。由于三种尺寸的变化以及次级组件的长度可变,它们涵盖了广泛的应用范围。

ML3P03系列德国REXROTH同步直线电机具有的八个优点如下:

 (1)结构简单。管型直线电机不需要经过中间转换机构而直接产生直线运动,使结构大大简化,运动惯量减少,动态响应性能和定位精度大大提高;同时也提高了可靠性,节约了成本,使制造和维护更加简便。它的初次级可以直接成为机构的一部分,这种*的结合使得这种优势进一步体现出来。
(2)适合高速直线运动。因为不存在离心力的约束,普通材料亦可以达到较高的速度。而且如果初、次级间用气垫或磁垫保存间隙,运动时无机械接触,因而运动部分也就无摩擦和噪声。这样,传动零部件没有磨损,可大大减小机械损耗,避免拖缆、钢索、齿轮与皮带轮等所造成的噪声,从而提高整体效率。
(3)初级绕组利用率高。在管型直线感应电机中,初级绕组是饼式的,没有端部绕组,因而绕组利用率高。

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1vM96QxWb1qBVavXJ4aUy+i5bJaDM466LvZVizDSgGIJC1bOsmSpMnFC2kqjdssf3zBKEZHYoXsoyND6OtBlaI1AAAgAElEQVTthtViQkO9EvVKBZQKBRRyORR1MshldaiTyVAnlaJOyvwrQ51MCplUOjWOjJcwhiWMZWLTZVIJZFIpZBIpZJzpMkn8dJlkalmZlH5mbHtkjHFkfB3kMinksth2s/+S/6fWzfP5cokkhpQDc7xEgrraWtTV1kIukUBSUwtJTS2qK6tRVVEFRZ0COo0ORr0JBp0JJoMFJoMZRr0JRr059r/RDJ3OALVag9ZWFRobm6BU1kMuV0Imq4NEIkNtjQTVVTWorKhGeXkFSktLUVRYhPz8AuTl5SE3Nxc583OQnZWNrMwsZGZkIiM9A2lpaZg3bx7mzp2LOXPnYu6cqb9zY+PmzZ2HsrIySCVSKOVKNCgb0KCsh6JODqVcMXVMJZDXSaGok9FhmVSCOtk0sf08PS0V6iRS1EmkkEtkFIW0Lja+lj2eTBNCLpXxw1mHXCpLuAxru6TTyzCncUlmu+KmSWSQS6QxpDIopFIopLIppIy/sf/ljGtMJpVALmGcs1PXFPOaE9wnAtvDRsr4y90m2fR0mQwKmQx1klrIpRIo62RQymLTZVIJJDU1qK6sgqpNBb3eEEOnp2jUWrS1qdHS3IrGhkYoFPWoq5NDJpVBUitDTXUtqqpqUFFehbLSMhQVFiM/vxB5UxGxnPm5mJ+dg+zs2DWQmZGFtLQMzJubhnlz02Pn+xzCXMydmzY1LQ1z5szDvLnzkJWVjeLiUtTW1EIuV0IhV0ApV0ApV0JRJ4/9XkwdL959JZk6N8j5w/1fEkMmmf6/bup8ZB6zRMdUxrN+GeMzZBJZbDuldZDL6qCQyen2K+UK1CsVqFcooddp0NkRRXdXJ4YG+nHfqpXLsfaB1diwfi0e3LAOP31oQ0LIO7K4rF/3QOzGyhAX5jResVm7RhDyXi4u3JszeY2F0M2bj2SWSRQJItGj6SjGcqxeuQrLlizFwvEJjA6PoL+3D92dXeju7EJXRyc62zsoZHxnewcioTD8Xh/cThfsVhvMRhPMRhMMOj20ag3UbSq0NregubEJ9UoFTZExU2OEsrISlJYWx8lQfn4ucnKykZeXg5qaKmjUbfB53RgbHcbSxYtYgvfAyhWCwiHGKqa0MJjJusSERwgSLeITImbkiJlWmxgfo30UTYyPYXRkCOFQgKYmjQYdDHot9DoNdFq1KFqN6kch0Xbwoddp4uBuM2t+jRoGHvRqFQwaNYxaDWu8UauBVqOiLfI62iPo7+vB0MAgPC43DDo9TAYzBxOMRiN0Oh1UKhVaW1vR1NQEpVIJhUIBmUwGiUSC2tpa1NTUoLKyEhUVFSgrK6FRz/z8XOTl5SA3dz5ycrIxf34WsrMzkZWVgfT0eUhPn4d5afMwl8u8eZg3bx5ycnJQXlYOaa0E9Qol2lpaoVGpoVG1Qa1qhUbdRvePRh0bJ7TPZnQsVW3Qq1UsDBq14HgxuPOLLWvUauKOIR9kPqNWA5NOyxrmksx2JTstle9yN4h9Tuq0waCZxqhV0UYZPd2dGBochNvthlarhV6vh8FggE6ng1qtRmtrK5qbm9HY2AiFQoG6ujpIpVLU1taiuroaVVVVqKioQHl5OYqLi1FQEHsQoA8DOTnIycnB/PnzkZWVhYyM2MMAeSBIRGZmJvLz81FeXo6amhrUyWRobmpAW2szVG0t0KjbYNLrYDHo2ftQrYZxCoN6dvfx3R5bem7qtPQ3z2TUw2TUw2G3oq+3GwvGRrBkchHuUyrq0NbaDJ1WDbPJAJvVTFsukVQNF9LUmw9S+Oty2uF2OSjM8VyY8zEhNRxc+KZ5PS5RxOYV+hy/28WL1+mA3+1CNBhAT0c7Bnq6MTo4gEULFrBkaGRoGH09vVR+OqLtaI9EEQ1HEA1H0B6JoiPajmg4goDPD4/LDafdAYvJDINOHydCLU3NaKxvgEJeR6NCJDVGokFEhIqLC1FcXEhlaP78LOTl5SA/Pxe5ufORn5+LwoI8lBQXoqa6Ek31Chg0ajgsZrjtNrhs1lk/Zn9IhLaB+X0cdivdXqvFxDrnSRG7zWqG1WIShDnfD4XQdTkbkFo1h90Kl90Gtwgeh53iczkR9HoQCvrR1dmOBWMj9B17I0PD8LjcMBmMUxEhEyM6ZILBYIBWq0VbWxuam5vR0NAQdzOoqalBdXX11M2gDCUlRSgoyENeXk6cCM2fn4WsrAxkZKQhPX0e0tLmYm7aXEEZysvLQ3FREUqLS1BZXgG5rA6N9Q1oa22BQa+F1WKi6WqTUQ+zyQCL2Thrx91uNsFuNsFhMVOcVgtrmIxLhMtmFUXo+InhdTpY+FxOQYR+M/1uF+/0gMfNO44Q9Hr+pAj53Ah4nPA6bfC57IgGfejv68HE+BiWL1uChQsn4HQ6oVarodPpoNfrodVqoVKp0NLSgqamJtTX10Mul9Nzv6qqCpWVlaisrER5eTlKSkpQWFiI/Px85ObmUhGaP38+5s+fj+zsbGRmZiI9PT0pGZo7dy6VodzcXBQVFaG4uBhlpSWQ1FZDIZehXimHRt0Gp80adxwDrmkSHf9U8Dodguek0G+Sy2blvxbsVto9DXEVn9eN3p4uLF40gVUrl+O+2poq1MkkaGqsh0bdxnpi5HuSTIRBr6WQp+qZQn58+DCbDCwsZqMoQvOK3di4P0YE8uMV8LjRFY1QGZpcOIFVK1Zi6eQSKkO93T3oiLZTEYqEwggHQwgHQ4iEwoiEwggFgvB5vHA5nLBZrDAZjNBrdXEi1NTQiHqFEvK6WFSINKUvLy9lpcaIBJHi6by8HBoRIkJUWlqMyooyVFWWQyqpgbJOhialAnq1iv7wprL/E5Ho+CQ6Ztx1iR23VCDrIvVZVouJ1ZXBjyEqTAFJFrEHkmQeVJKRXO5NUOim6He7EPJ5EQn40dEeQU93JxaMjWD5siVYumQxjQzFIp1GGHTGqbSZEQadAXq9HhqNhj4ZNzQ0QC6XC8pQWVkpiosLBWUoOzsTmZnpyMhIQ1raXMybNwdz5wnLUFFREUqKi1FSVIzy0jLIJFIo6uRoaqiHQa+lDRnEBOhujjHfjzd9IOEITCKJSfaYJRIXPpKRlJDPK0gy84T9Pkok4Ec0GOAlEvDPGkKf0R4KCiK0TDToQ9jvQcDjRNDrQlc0hNGRIRqJHhsbhcPhgEajoee8RqOhDwKNjY1QKpWoq6uDRCJBTU0NlaHYuV+GkpISFBQUsGSICFF2djaysrJSlqG0tDRkZ2ejoKAAJSUlKCkpQWlpCaqrKmJp4DopNOo2eF1OhP0+9jHzTpPM8U8WPlFOJFZiAkVqcZ0OGzxuJ4IBH7q7OjC+YBQrli/FfTJpLeR1UpYMkXCvULhdTFSEboKp3jyTuYGm8lQu9OMltkyipzC/24WuaIRGhxaOjWLl8hVUhoYHh9DT1Y1IKIxoOELFJ+DzU4L+ABUhu9UGi8kMvVYHjUoNVWsbWptb0NTQiMb66VoGmXS6VoikxUhEiAgQgdww5s/PQk5ONnJz5yMvLwclJUUoLytBRXkplaFGhRw6VRtsJiNMOm3S+z2ZYzATUZntiIrQesk45vcjHVymuj1/TjLEvMEGvR5EAn6EQwH0dHfSJ+Glk4sxNjKKgM8/JfkG6DR66LUG6LUGaNW6uCdjcjMgKTKSIiBPxqWlpTTiSc5nIkMkPZaZmR5Lj82bg7lz78fceXMEZaigoIBGhqoqKmltQWODEkaDDk6HjZ4n5DcjVRkSO86zLUPJPHWnKkKzEbHhW5bcJMWk6A+FkChFAn6R5bwI+dwIel0I+dzojAQxNNiPhRMLsHTJYixYMAa73Q6VSkVTY+Tcb2xsRH19PRQKBSs9RkSInPvMFBlXhrKysuJSZMmkydLT0zF//nyWDJWVTd0bFHVQyGXQalTwe9yIBPzsY+hhkMTx5zKTczFRRIkrRW7H9Ls9nQ4bvB4XIuEg+nq7MTE+hpUrluE+eZ0UDfUKqNpaaD4tkaSkEtEhy4hFGYRI9YY5kxuQmBAJhZodFjNsJiP8bhe626Po7+7CcH8fJicm4mSou7ML4WCISpDP44XH5aa4XW44HA5YrVZW7QT34pDL5XE3B/KUUFxcjOLiYhQVFaGwsBAFBQUU8vSQlZVBUwj5+bkoKytBZUUZKivKYpFBpQKq5iZYjQZ4HHZYjYZZFZiZrEvo2KUapWH21cScRo4/M/3LHDcTSfljEptkUpti071JhrK9TgcCUz+S7dEwKy2wZPEijAwNw+/1wWQwQqPSQqPSQqfRQ6vWQd2mZp3vRIRqa2tpiqCiooLeDEpKSlBUVISCggJWnQSzViIzMxMZGRlIT0/H3LlzY4hEhoqLi1FaUoqyklJUV1bRwszmxgZYzEYqQw67lfZDxXeOkPMn1eOcrPCkIqfJSFAisRGSFzHEBEIoEsONunSEQ+gIh0QjM2Se2SDVzxGbvz0Uiw5FAl5Egz70dEQwMjyIRQvHsWRyEcZGR2GxWNDc3AyVShV37pPfeRIJJed/WVkZFaHCwkLk5eXRc57v/GdGhZKVoaysLOTn59P7SWlJMU2T1ckkUKta4XO7EPb72McwEED7FNFA6pE8IbEUiyYlK0tUjKZ+45hlNtFICAP9vVi8aAKrV62IRYYUchmaGuuhVrVCr9OwCkb5mEkaa7ZTKELRilSiAomESSwqZDebqAz1dnZgoKcbixaMYcWy5Vi2ZCkmFoxjeHAIXR2dNA3mdXvgcjjhsNnhsNnhtDtiLcesVhgMBmg0GqhUKlYRHbk4iAiRsCkzZEpEiMgQESIiQvPnz2c9OefkZNM0WWVFWeyEl0rQIK+jaTKLQVhG7+b4/NAIiS/fOUDEihkNYs7LvJElK0d3Gxm6WxmaTWkSuwkzf2iIDEWDAXR2RNHT3YmR4UEsXbIYy5YuwYLRMQT9ARh0emhUWqjbNNCotFC1qtHa3IaWlhY0NzdDqVTyFoySGwERIVIvwayTYNZKEBlKS0uLtSKbMwdz5s7BnHlzMYcpRYw0WXFRMUqLS1BTVQ2lXIEGZT1am5tgMRtplJAcHyEZEjv+YmKUbD3PbMiQUN2OEMmKEPMGlix8kZhEqasfM00mlCoT37aYCPFFhpZMLsL4+Djsdjuam5vp7zw3NcYXDSK/8+S3nfyuZ2dnx53/5EGAKUHkoYAvRcZMk+Xn509FhcpQXlaK2poqKOQyKOQy6LRqBKeEVzBNliBVxofY+SdEsjVHzAgRkSDyGxcJB9Hf14OFEwtikaE6mQRKRR2amxqgUbdRyRGL+IhFgH6IdBj3hsp3g/0h0hdixYkOixk+lxNd0QiVofHREaxYthwrl6/A2MgohgYG0dneAZ/HC7fTRVNhVrMFFpMZFpMZJqMJOp2OtqJpampCQ0MDfUqQy+VQKBRUjEgtBTONUFNTQ58kysvLUVERa3rMfILIysqkKQQiQxXlpTRN1iCvQ5NyuojaZpp9gUk1rTWTYzYbCN3Y/piiRD+EDMUVwvPchLl5eTLsd7vQEQ4hEg6it6cLI8ODUzVDkxgbGUUoEIS6TQWtWhcToKZWNCgboVTU03OdtBarrKykT8FE8glkHJF9bmsa7o2BCNFP7v8J/uL+n+D+KSmamzYPaWlpSE9Pjz0JT9UL1VbXoE4qQ71CiZbmJpZgE1FOJXpIjoPYcebKD1+Y/24jQWKRITEB4pMhPjlKNu00G3IiJCuJozazg7ikedERDiDkcyPs96C7PYyB/l4sWjiOycULMTExDofDAaVSicbGRvo7zmwpyTz/mdeA0LlPfuOJGGVnZ9OHgXnz5mHOnDm4//77WUJEZImMy8jIQG5uLgoLC1FUVITS0lKUl8celOtkEtQr5TDotQh4PfHH1udDZIqwTzjKkypiqbVkJIglQg72bx2JDJE02epVK+7J0KzK0Mgwli9dhhXLlmN0eASD/QNoj0Thcblhs1hhNVtYzeU1KjVUbSq0tLagsakJDU2NaGppRnNrC5pbW6DWqKHRaqHV66Az6KGfQqvTQaPRQqXSoLW1DU1NLWhsbEZDQyMUCiXkcsVU/yxSVFXVoLy8AgUFsULq7OyYFBUVFaCivBSVFWX3ZOieDP0gMrRs6SSWTi7G6PAIQoEg2lpa0daiQmN9E5TyekhqpKitjjWbJxEgIvMVFRWorq5GTU0NJBIJZDIZ6urq6MOARCJFdXUtKiurUVFRidLSchQVlaCwsBgFBYXIy8tHTk4usrNzkJWVjfTMTMxLT8P9c+fgJ3Pux5x5c2lqQEyGmPJDZIi0SuGL6gkdS7FjLBQBmklRdCq1QamIUCqFz/dkSESGxsdhsVhQXV1No0DMc55QWVmJ2tpaSKVSSKVSyGQyeu4TeapiFFaTh19m1DQ7O5sVLUpLS8OcOXPwk5/8BHPmzKFiJCRDFRwZMhp0fzQylGx6jHkdMX/rvB4XopEQTenfk6FZlKH+7i6Mjwxj2ZKlWL50GUaHRzDQ149IKEybyxv1BmhUato6rKW5BSqVChqdFmqtBlq9DmarBS6PG76AH+2dHYh2tCPa0Y5wNIJgOAR/MAC3xwuHwwWbzQGLxQaj0Qy93giNRoeWljY0Njajvr4RSmUD6uoUkEikkEgkqKqqoE2Si4oKUD5VNzQTGUpVbGbCPRn605OhaCSE3p4uDA8NYNnSSSyZjNUMhQJBNDU0Qimvh7RWhtpqCaoqqlFTFYtq1tbWUtmpr6+HXq+Hw+GAy+WC2+2G2+2G0+mEzWaD1WqD2WyF0WiGVquHWq1Fc3MrlMoGVFRUoaysAsXFpSgsLKbkFxRgfm4OMrIyMTdtXiw6NG8urRlKJEPMFFkiueHb/2LTfowIkJgEpRIBSqYF2A+dtvpTlqHx8QUwGAwoKytDVVUVFRqZTEa7k1AqldBqtbDZbBS73Q6HwwH7VFmFRqOBWq2GWj1dc1dfX0/lilsykZeXh+zsbHYdHQMxGZLXSeNkiHXM/H5EpxCr/5mJDKVaMyQYIXKyayS9Hhetb1w4seCeDM1UhkjNkNfpQGckjJ6OdvR3d2HBlAyRyNBAXz9CgSDsVhurdVhrcwvUbSoY9HoYjUZYrFZ4/T60d3agt78PA0ODGBweQm9/H3r6etHV042Ork4qRIFAEF6vH263Fy6XBw6HCxaLjQpRa6sKDQ1NUCoboFDU04tMIqmhLdBKS4tRNlU3dE+G7snQDyFDpOfv4cEhBP0BKOUK1FTVTklQLWqrJZDLYh0rNjY2wmQyIRgMIhqNIhwOw+/3U3w+H9xu0tggJkNmsxUWy7QY6XQGtLWp0dTUgro6BaqqalBSUkZlKK8gHzl5ucjOmY+MrEyaRhCSodaWJpb8kIiQy2nnPV7c/S90XLj7nW8fM3/M76ZlGPdJOlEUKJW6oFQlKNn6n/+MMkReCTQ6Ogq9Xo/y8nIa+ZHL5VAqlVCr1XC73YhGowgEAnC73XC5XHA4HBSr1Qqz2Qyj0Qij0QiTyUSHSRP9xsZGyGQyVFdXo7S0lMoQqSElUaP09PRYPd2cOYIyJJXUgDSyMhn1CPo88cf2j0iGxKSI+fvm87qpDC1aOB7rZ0gmrb0nQ7MgQ31dnRgbHsLkosVYOrkEw4ND6O3ugd/rg9loQnNjE1qammMSpNPDarbA5XDC7/ejo6sTg8NDGBtfgOHREfQN9KOrp5vS2d2F9s4ORNqjCEcjCIXC8PuD8Hh88Hh8cLu9sNkcMBrNUKu1aG1VQaGoR02NBLW1UkYHXtW0SX5ZWQnKSotpP0P3ZOieDP0QMrR40QSGBgbh9/ogk0hRXVmD2moJ6qRy1EnlaKxvQktLC4LBIHp7e9HR0YFIJIJgMMgSIa/Xy7g5OGGzOShWqx1Go5k+CDQ1tUAuV6KmRoKysgoUFZVQGSooKkR+YQFy8/OQPdX6RkyG7DZ2J7NEhhJFgLj7lUzj2+epFj+LtQ6bSWG0UA1Qsmmwu434/LnI0MKJBRgeHoJer0dVVRWtBa2rq4PJZEI0GkVHRwcCgQBcLhfF6XTGyRDpvZopQ1qtFmq1mgqRXC5HbW0tysrK4mrvCgoKkJOTQyNFvDJUEbs3KOQyhgx544/XH0CGEqXP4uqIXOzOf0kP+QP9vZhcvDBWQH1PhmZRhoaGsGhiISYXLcZg/wC6Ojrhcbmh02jR2twCjUoNs9EEp91BC6ojkQhGx8YwMjaKgaFB9Pb30egQV4ZIuiwUjiAQCMHr9cPnC8DnC8DpdMNsttLoUH19I6qra1FTI0F9feNU3xW19BUepaXFKC0pmpEMzWR/3pOhPz8ZIi/MJZ0uxt5bJoWiTknrhpoammGxWNDd3Y2uri4aGQoGgxS/3w+v1wuPxzMlRG44HC44HC44nW4aGTUYTGhrU6O5uRX19Y2QSGQoK6uIpcqKilBcEitILSwqQn7BdEvLZGXI5bTzylAy+1Rs2mzW/whFgJJJiyUTAUpGhhK1BPvPLUO+KRnyIOz3ors9ypKhwcFB6HQ6SCQS2lBGoVDAZrOho6MD0WiUSj9JDZMUGTNNZjabYbFYaArNYrHQzkvb2trQ1NQEhUKBmpoa2kmjkBDNRIZY3zswzWzK0ExaoAlGhxLI0IrlS2M9UDOb1hv0WvqWdL6epMXkR0iiZtq79Gx1uDhbN1bmTYv0P9IeDaOrs32qOfEQFi9cjMULJ9HT1Yv2SAdcDjdUrWqoWtXQaw2wmKxw2JxwOz3wefxob+/E0NAIhoZHMTQ8ioHBYfT09qOruxedXT3o6OxGe0cXItEOhMJRBEMRhMJRBIJh+PxB+PxBeH0B2OxOGIxm6PRGNLe0QaFsgFxRD4WyAQ0NTagjL9qT1aGmqhpFBYUoKihERVk5JDW1kMvq0NTQCL1WB5vFCrvVJrrv+fbxTAqoU20mzydWzGl3K3DJiAqfKNFts1hThnS1wMVpd8DlcLIgEi3ETJbhzktg9ofFB3N+r9tDOxXt7uzCQF8/Fk0sxPjYAvT19MJhs6NOKoO0VoIGZT0alPVobmxCa3ML9HojQuEo+geG0NHZTc9rfyAEry8Aj9cPj9cPry8At8cHh9MNq80Bq80Bu8NFhw1GM9QaHVpaVZAr6lFVXYuSqcLq4uJYR3JFhUUoKixEQV4+cufnYH5WNooLi1BcWISSomLa6WKDsh6q1jZYzRa4nS44bHbYrTY47Q4WYvuZuS+TgblvvW6P8L53O+FxO+Bx2+Fx2+H1OATxeZ1TuOHzeuH3+ijMjl/5CPkDCDOIBIKUaDDEw3Tz8pnSHvJTZmMddF0hH8IpEgkHEQ2H6euTCOTNAXyEg7FGBH6vF6FAAF0dnejr6cX42AJ6Leg0Wijq5GhQ1qOpsRENDQ1oVbXBYrMiEAoi0h6Fx+eF0+2C0+2Cw+WE3emAzWGH1W6D2WqB0WSB2WKDze6MO/9Vai29B1RV16KwqAQFBYUoKy1FSVExpbiwCIX5BUibOw/p89KQnZmF/Nw8FBcWoaykFJXlFaiTymIvN1UoYTaaEAoEWecOk9CM8CLg8yLgd6eABz6PGz6PNw6v28OLx+VmXWt+rw8d0XYM9PVjZGgYG9atF64ZEpKgu40EJRvpmWkrpR+yBRTzpmc2GeCwWxEJB9HRHkFXZzv6+3oxMjSKBaPj6OroRigQhtVsQ2tzG3QaPcxGC5x2FzwuLwK+IELBMDo6utDbN4D+gSEMDo1gYHAY/QND6OntR09vP7p7+qgYETmKtnciGIrE3STsDheMJgu0OgNUai1a29RobmlDY1ML6hXK2Fu4pTJUV1ahuDDW4251ZRWVoQZlPY1emY3i/Qn9GOmzZGRoNiJQyUozU4wE5xERGz7ITZYPIqUE5vqEluGSzDYI3dzFhIn0l0XGERmKhiPo7uxCf28ffVlxeyQKq9mCeoUS9QolVK1tULW2QafRTr2TTA2T2QqP149gKIJwpJ3Kvz8QonLk8wfh8frh9vjg9vjgdHngdHngcnthd7hgtthgMluh0erR1NyKOrkS1TUSVEy1OKsoK0d5aRnKSmI3hcL8AuTOz0FBXj6KCgpRVlKK2uoayGV19IWtZqOJflfu/ky0T2cioFwpEpQnF5EhBzxuIj/OuGEC9+bBlCIhAl4fggyYN7EwR5SmifXCnCqRgBeRgI8SDfoRDcZLDaEjHOCFLBdHyI9oJJASkVCIvjqJi5AMBf0BhIMheN0eBP0BdLZ3oLe7B2Mjo/RaaG1ugVxWh+bGJrS1tsb62WptQZtaBYPJCLvTAZfHDbfXA5fHTaWIiJHNYYfJbIXZYoPV5qAyZDJboTeYoNUZ0NqmhrK+ETW1UpSWVaCktAyV5RUom+pctLS4hApRXk4u5mdlY35WNgrzC+j1UVpcQu8NSrmCylDA50coEOQlzBBmLkLnjN/ngd/nTgGRB4UED2/kevN7fWiPROnv1LIlU5EheZ0UjQ1KKkNGg47VuWKiSM5M4PZMzSdMs9lcezYjQ0S6XE47laGO9gh6u7swNrIAo8NjCAXCcNic0GsN0Ki0sJiscNpd8Hn8CAXCiISi6Ih2orOzG11dPejp7Udf/yCVob7+QSpEvX0D6OsfRP/AEJ3e1d2LQDAMj9cPl9sLp8sDu8MFk9kKg9EMvcEEjVaPNpUGjU0t9L1mdVIZqioqUZhfgML8AlZkiMgQ6QNpNqM8M1lG6FjO5jnAXN9snD9iEaBkhIVPeLg3X6H5E0nYTG7MQpAoFLl5+zxeekMgT8Pk/XyhQBAmg5FGg3QaLfRaXayfLZMp1iJy6knX4XSzJN/rC8AfCCES7UBnVw+6e/rQ3tFFI0Q2uxM2uxMWqx0GoxmtbWo0NbdCWd8IWZ0CtRIZqmskqKqqRlVFJSrLK1BRVo6yklIUFRQiLycX+bl5KMjLZ8mQok6O1uYWKkNcgRUSH6GIUSoRocS4WS+ajkV9YnCHfd7YzcPn9cRJEHmiTyRD3Kd5YRESTpOkkj5jpqNmraPEUADhVAkGBXZORcUAABxUSURBVGVISAaIDPk8XgT9AbRHouju7MLI0DCGBgYR9AfoC7c1KjW0Wi2MRiP0RgN0Bj20eh30RgOMZhMsNiusdhvsTgfcXg8CoSDC0Qgi7VFYrHaKze6E1eaA2WKDTm+k0dGGxmbIFfWQyuSQSusgrZWgtroGNVXVqJm6HsgDQl5OLjLS0pGdmYXC/AKUFBWjrKQUkppaGsWymMz0OyYbTSSIRYdiMpQaYhEgIZjXnM/jRTQcQW93D4YHh7B0cgnuq6muhExaS1/JQVJjXBniqxnim55qZEgs2jCbNUd3c9PlG0/SZMGAj1480UgY/b0D6O7sgdvpgdVso9EgvzeAcDCCjmgnujt70Nvdh/6+AfT3D6J/SoJIqmxoeBSDQyPo7RvgpaOzG6FwlEaEiAiRG4PZYqMpMyJEbS1taG5sQoOyHtJaCX0iKC4sQk1VNWQSKRqU9dCqNbCaLTHuMpL2Y5FMZEgoBcZc5m5SaJQkxSQZhJZP5TOYN+lUl0mUjnPY7Kw0GblRtEei6Ii2Y7B/AJ3tHXDY7DDqDbTxABFDjytWE+Gckhpm6svp8sDhdNM0mMvtpZLkcnthszthNFmg0xtZ53lzSxuamltj0dCGJijrG6Gsb4RCroRcVkdftSGtlaCmqpreCPJyclFUUIjqyir6YKBuU9E0GZNUZCeZJ1bmjzlf6J8fD8Xv9VK4wwGfDwGfj1eCUkmTCT3txxPgJRoMoj0USkAYHWFCRJTOSFSACC8dkQjaI9GU4KbHkk2TRcMRul+j4Qg6ou3o6+ml3ayoWtugVWtgNppgMsWw2Kw0DUaw2KwwWcwwWcwwWy2w2m10HqPJQqNAWp0BGq0+PhvQ0IT6hiY0NDajoaEJ9QolFIxyCZlECklNLStbkJeTi4K8fJQWl6CyvILKUHNjE6xmi6AEEpI/T6aJnYe+lEj+OplOnzGvR5/Hi3AwhK6OTgwPDmFkaBj3lZYUobqqAlJJDeqVcrQ0N6K1pSmOttbmpFC1tSSFWtUKtao1blitaoVG3QaNuk3wRbFcyGtCkp2fuyyzPooJd/1kXuYLa0mBpctph81ig0FnhNVso5Egp90Fr9uHoD+EaLgdXR3d6OnqjclQ7wAG+mIRH0Jf/yD6+gfR2zfASpl1dffS2qFwpJ3WD/kDIXqDIE/KZosNeoMJOr0xdqFodLRZf0tTM+oVSlRXVtHccVlJKaoqKiGpqUVTQyPUbSqo21TQqFT0WDBJ5rimAt9niMG3nFajglbDv73MZbgIbTt3mWTWpVa1QqNSp4xeq+NFp9HSKArBoNMLzk+mMzHqDTDqDaLLiC0vBJnfZDDSz7BbbTDo9LGootlCe143GYwwG00w6g2wWaxUush7+nxT0R9/IERTYF5fAE6Xh0Z9zFPRIyI/eoMJKrU2JvoqDY0IERlqaGxGfUMTFFPdS8jr5FSCCLXVNaiqqER5aRmKC4tQkJfPeipW1MnpjYug02hjT/SccUIku99T3f98x9ioN8QNG/UG1jFijiOQtDgXi9EEq9EEm8k8K9jNFkEcFisLp9UWN447PRUcSaaVuWnqmdYAkv1KxN/tdNFrQKfRwmIyT9ehOZ0sEbI57LA7HTQtZrXbYLKYYTSboNXroNZqqAiRGiEiQS2tKrS0qlgyVN/QhIb6JjQoG6CUKyiKqWuipqoa0loJJDW1KC8tQ35uHnKy5yM/Nw8lRcWoKCuHtFYCVWsbvbZJ9oCLVeDYW6fOJT6Y52KycM9n5vkv9nvFvM4sJjP9HdKo1LiPHBydRguDTi+6AawLhWdHmJP8YkIXH3e9YvMJbUey89GDR6IgPCSa12ax0noJn8eLgM+P/t4BDPYPYXhwBIsmFmNiwUIsHF+EheOLsHjhJJYtWY7lS1fQvyuWrcSKFauwYsUqLF++EsuXr8SyZSuwbNkKLFmyDJOTS7F48RIsWjSJhQsXY2JiERYsmMDo6AKMjIxhcHAYfX0D6OnpQ09PH7q6etDR0YX29k5Eox0Ih6MIBsMIBSMI+kMIBcIIBcLwun1wOz1w2JwwGy2wmKywmKywWx1wOdywW2cW4ZhJZCTVlM1Min1TfULnI1GRXgyfID6PPw5yHITwuLwUsXULfY7fG4DfG+D9bD7I/GIEfEEEfEH4vQEE/SE6HAlFEQ5G0NXRje7OHgwPjmBkaBQjQ6OYWLAQC0bHsXjhJL0ulixeikUTi7Fw4TTj4wuxYMEExsbGMTY2Ts9zwtDQCAYHhzEwMETP+d7efvT09KGzsxsdHV2s8z8SaUcoFEE4FEUoEKbbGvSH6PXQHulAKBCm+8nr9tF9Tr6vz+OnyzH3AXd9zP+ZnyGG0Lzc9bAJsGs1OOkbbn1LOBhbZzgYoURC0aSJhtuThD+akgrMyIxQBCbRsqlEeoTX1Y6OaGcc7ZEO0X3Q1dFNyyC6O3vQ09WL0eExjI9NYOH4IkwsWEivg4Xji7B06XIsWjSJiYlFFOZv/PDwKIvBwWH09Q6hp3sAPd0D6O0ZRE/3ALo6+9DV2YfOjl50tPegPdrNoBPRcHvc8STD7ZEOdLZ3oSPaiXAwAr83QK8DtzP2u0YyG8zlZoOZnCNi62Oe40yYx6g90oGujm709fRjfGwCixdO4r4nH38CyfDUE0+K8vSTT+HpJ5/CM089nZBnn34mjueeeZbF888+h43PPc/Lpuc34oWNm1i8uOkFXl564UW89MKLePnFlwR55aWX43j15Vd4p7/68itxw2+89jqDN/H6q2/g9VffwFtvvI03X38Lb77+Fl575XW8/uobePP1t+j4t954G2+9+TbeeusdXt5++128/fa7eOed9/DOO+/h3Xffx7vvvo/33vuAwhz3/vub43j33ffxzjvv4f33NuP9dz/AB+9txub3t2Dz+1uw5YOt2Lp5G7Zt2Y5tW7Zj6+ZtdDg2bQsv27Zsxfat2+L4cNt2Fh9t/5CXjz/8KI5PPvo4jk8//iSOzz75lLLj089Y7PxsB++4nZ/twOc7dlJ27fycxe7Pd1H27Nodxxe791D27vmCNUzGTfMl5csv9omyb+9X2Lf3K+zf9zWLr7/6Jo5v9h+g8E0n8xz4+iAOfnOIcujAYRw6cJg1jjmeyeGDRyhHDh1NiqOHj9H/jx05jsMHj+DYkeM4evgYjh89geNHT+DEsZM4cewkjh05jhPHTuL40RP0/2NHjuPYsRM4duwEjh8/iRMnTuHkydOCMOc5fvwkHT5x4hSOHz+JkydP49SpMxSy3OlTZ3D65BmcOnEap06cxumTZ3Dm1FmcOXUWp0+eoZw7cx7nzpzH2dPncObUWZw9fY4OnztzHufPXqDzkGExLpy7SOEOC42/eP4SLp6/xDvvNBdw4dwFXDx/MQUu4dKFy5TLF6/g8sUrrHF8kPkuX7yCK5euinL54mVRrly6EofYPFcvX8XVy1dx7co1ChmXKsx1JLe+a7h25XpKkGWuXLqKa1eu48a1m7h5/Rbu3PoWN6/fwq0bt3Hz+i3cvH4L16/eiHH9Jq5du4Fr127g5s3buHnzNh2+fv0m5caNW/T/q1diXLt6C9ev3cb1a7dx7eot1jAbxuddvYEb127ixrWbuH71Bt1ess3c+Zjf6/rVGwn3C3N5gvg+m8mxFN7/Yufn1cvXKOT4XL18Dbdu3MZ9TJERkplE4kLkhclM5IWICx9ceXn15Vcor73yahyvv/oa5Y3XXo8bZvLm62+weOuNN+N4+823KMLT3sa7b7/H4r133sd777zPO+69d97Hu++8T2WHKTzvvvt+nNh88MEWFps3b2WxZcs2Flu3bqds27Id27d+SPlw20eUj7Z/jI8//ITyyUef4pOPPsVH2z/ilZhPPvqYJSV8YsIUkZ2f7YibP5lluHJC5GPPrt2CAsMUky+/2CvIvr1fYt/eLwXH79v7Jb76ch9l/76vBPn6q/2UA18fjBMSPvlgigffPMzpfIJy7MhxFkQ8hMbzQSSFycnjpyhEHJhwhYJAxOLs6XO8kOncec6dOY+zZ8/j3LkLlPPnL+L8+Ys4c+Yczpw5h7Nnz7NgznP+/EVcuHCJwhzPQkQ6hG78QgJw9fI13mnMH1nujUHshpHMMtwbFN+Njdx4heBOv3XjNuvmTIZv3biN2zfv4PbNO3HDd8udW99Svr39Hb69/V3Cecl8TJjr4Vsnl+/ufC+I0DJiy3//7a9S5lff/ZqXO3e+E+Tbb7/n586vKd99+5eJufNr0X3At73M/czdFz/UfuauS2hfprrMd3e+FzxnyPbd99gvHsfjv3wCj//yCTzx2JNxPPn4U5Snnnia8vSTz+CZp56lPPv0c3jmqWd5xz/79HN47pnnWTz/7MY4Nj63ibLp+RfihgkvbHwRL256ifLSCy/H8fKLr1BeeenVuGEur778GuW1V16Pg0R7Xn/1Dbzx2ptxkAjQW2+8TXn7zXcEeeetd3lhStP7737A4oP3NuODqQgPdxyBRH2Y0Z8tH2zF5ve3YvP72yhbPthO2br5Q2zb8hFl+9aPsX3rh3Fy9MlHn+LTjz/DR9s/phJFYMoU33KffbIDOz7diR2f7sTOzz6P4/Mduyi7du7Grp274+ZlTt+z6wt8sXsvi717vqTL7tq5G7s/38PLnl1fUL7YvTcuUsPHV1/uZyEUxdm392vKV19+Q9m/7wC+/uog5Zv9hygHvj6MA18fxsFvjlAOHTgax+GDx3D44DEcOnA0bh4y7ejhEyyOHTkpyPGjp+I4cew0i5PHz7A4deIsi9Mnz7Hgzk/gW19sHWdExYpEX5hRlLOnz8XNSyCCw+XCuUu4cO4yLp6/wuLShassLl+8RhGbduXSdVy5dB1XL99gQcYLTWMOX7tyE9eu3IwbvnblJq5fvRXHjWu3Bbl5/Q5uXr+T1Dy3bnwryu2b3+H2ze9wi4fbt77HrZvf4eaNb3kh84hx5/avWCSan7tMovmYosCShhT59vavWKS6PHddd259z8v33/4lL8lu291sV7LbnOzncY9tMgitk7v/74Y7t76n5zUXcm3cxxQcIjlMmGLDlBshyeGKDpEZIenhwpQepvwQ+OSHKTpCwsMnOUzB4RMdofFEfLjywxWgZISHL1rEJzpcyeETHiYk5TUNn/B8jA+3fcLio+2fUpiRI674cAWJyWef7GCx49OdotOZosQUIDGxERrPlBymJPFBJEgotcU3jk+OmCkupuQwRYcJU3oOfnMk5WUOHTiKI4eOU5jyQ6To8MFjrHm4cKWJK07JiBKf3HDliMuZU+cpZ09fmIIdKSJwpYikq86ePsebhrp4/hJreXY66yLOn40JEZNEcsQdxxQiphQRuOOSlSE+EeKTJMpl8v8tXCdcvT39PxcemeIKFBkmwnTj+h0KV3iEEJIkvuWIwAivj0+efj0F/41VTJS+vfWr1BG4WQuJDVcckpGImdzcb9/4Drdvfo/bN7/HnZvf486tX1GEvoegwCT5XZLeZgEZFeLOranvwOG2CDORHiH5J9/1PrHoj5gg8UmRmCSJRYGEIkNCQpQoMpRIjLiRICFREosMiQlRIjFiSpCYJPEJElOSEkkRU4aYUSACU46YgkQkiU+CPv7wE8FoEFOQkpUkPglKJmokFOkRkiOhCNEXu/cKRoHExEeopocZ/eFGgISkhytHYlEhZnSIO54rOXcTFeKL7nCjQnzRIaF5xKJJfFEebs1OvNzw1+UIISZDQoIjFBESk6GZRH/Eokl864rJ0C0W16/cxvUrt3Hj6h3cvPZtHDeu3k4qwsSSJB6I2PBNi02PSQyXmze+o/BNT4bbt341c27+CncE+PbWr3lJVgy4CEV5ZiJPQlEj5nZ+d/svWXx/57/G8d0d8UhTKpEhUUlLISJImYVjk2h/is1PZeipJ54WFCGhKFEy0SGuBImJjlg6LFXx4ROgV19+TVSEuDKUKGIkJkJi6bJEESKm/HAFKFGkKHF0SFiC+ETow22fsGqMmHVGfDLEFSGuDAml3MSESUiGmMNiksSNFAkVNvOl24TmTZRCS1aGmFGfmUSG+EToyKHjSUWF+CJDqcqS0PhkBYgZIeJLd509fY6VPuNOE5KhmUSGuONJlOjCucs4f/YS73QhGeKLMHFli7uc0PiZyJAosyhD/EW6t2ddhmay3KzJ0E12lIF54xSKPqQiDlQgBNYlyo3vcfvG90l/F2aUKxVR4PvuYt9RLNInKEo347/HnZu/wu0b3+PW9e94STX6k4gb127jvmQkiJsuE5smVhOUKH3GnSYWGZpJ3VAy9UFMAUomrcYVJbGoEJ/8kOiQmBRx5UgsWiQkTMK1QR/zitCH24RrgBJFhPhkRywdJhQFEhMeZjSImRYTihgJ1RiJSY9QnRBfeoxEi/bvO8AiUZ2QWK0QNxpEJIdvHEFIaoQkJ1GNEDciROqChGuAEkeEmCJ05pRwcTUzKsSUH7EokVCLqFTTY4nSYWLRoET1P1z5EFpOWIRuCopQqpEhbp0RM1UmJELipCZDqUR3plNkwsxmZIhPIBKliMQiQ7OZPksmGsSGP8KUqDZJKOolKFYiCKbJZnJsUhTORFGhWze+xX3MwmlmuowpSclGh4SiRc8/uzHplFkydUNcEZpJqixRdIhPfsQKp5OpIZpphChRlEiopihRHRFpUi/UyoyLUMG0kAwlE/2JCdIuFjs/2x3H5zv2sNi18wvs2vkFdn++F7s/34s9u77Enl1f0mHmuBh7RWUolabwQlGhmBDxR4aEIkWJ6okSpdDExCiZ2qAfMn0mVEPElqHzAnVE/Jw7c5EFidzwRXD44EpQIilKFOHhylIyEZ6kU2E8XL96S1C0bly7LShd3AiOUJqLJT0MMeIi9ISdbG0Rk1SiEkKRimSYSW3OTPihCpp/bGby3Weyr2dyLJMpuk+Wmze+xZ3bv5q5DHGF6J4M/eeQITEhEms99mPLEFeIfkwZEpKjmBDxR4TuydA9GbonQ/dk6E+JPzsZEmpGn4wM8UWI7snQn54MJRshEiqoTrZu6IeUISI/fywyxBWiezJ0T4buydA9GfpT4s9Jhm7f+v7uZSiZoup7MvSnIUOJhIgrQ8mkzH5IGeIToh8rTSbUtF6sZuieDP3/7d3bUxtlGMdx/mTtwZ5HrxydcfTWqXqlbe04Tu2BQltrbcshIQSoeq2l5ECgQG+V7L5epAub5Hne7PuyhKbP9zPzmzGQ7CGh5Mea3YcyRBmiDE1KzJWhmP9NVuRIEWVoMsqQVo58Zajo9YeKl6Hrfbn2/Y2B/Oiu/3CYwa/duHbzbSHK5yd380Z/jqsM9X+4Osttd+vnLFkxuuNu37qbyz1355f+3L097cl9d+9Of6bvzvTl/r3ZvsxMPxjK7P2Hah7MPBrKw9lfD/LoweOh9C6cKOfxoydD6X1oWs6Tx089eeZ+/60/vbPEDtO7uKKe50/nc8lK0OHtuWdaFt38cz0LcxW3MFcZur0wV3GL89XCqSwseVJz1cWsCB3ezrJUWR66naU6kKVqXU1taaWXal3N8tKKmFouy7XVQllZXhNTr626+sD3pa8VzWr9xRjyh1tbeT/SKyth+y8/1/5lxbyW9RJTW1px9eW1o5ehIlecpgxNXhn69up3I8uQ9DmiuDI0+npD+bPKpCtS+06rL3I2WewHqKVipB01Gpwxls0Sy2dwjEfIWA9pptjM9OxQBkd2jBrfoY3r8I3tkEZ2aFeN9p1Npp1dps0GG3W9Ie0K1dJoDt+MLm1kh29MR5GMmn0VO6ajWqkNzbnSks3H8o32yI/uyKe2VD94/PLySqFoYxKkER7S14omdBxEbHwjKSYpMfse81zHvJb1ennJflan8uUm5vNA2hWnixQc32nzn336uXi6vFR6pGsJDabIafGDxUaLb9RGmcVGOl0+5mrUV7/+RvygdMgHprXSI5UdrQANlp5RF1vMX4E6H+1U+8GyM1h8tJKT/5500UX5s0GjB6qOKj6jCpA0TDUrQFLJ8RUdbRaZL775ZDFlRr8GULFBp4PDTUPuX3b50cpQbMkpOvBSKjqDs8nEohJQTrJEzR+LeDOKKRYxs8HKzLi2q8z1/PniLzHjWn/obDTvstbkqLPcPKnXV121WnNTpz447U5/eEbMmVNnxXx05pw7d/a8mAvnLoq5eP5ScC5fvCLm0oXLB/+dzVX7+Mon4my1LNKVtX3XVfJ9PiqkKGbxlT7taJd09Mo3P+3LL74Sj15lRU+7Svao6xpJ5U0rY8NjQA6POpVVxqSLP2bFTDurTStjg0eo8kectJLmux6SNg+tyFiQkBQ5EiVdB+mkCpw2fFY6mpXFV+CkI06xR520klY0RY9MjToqFVLWQoraQeYXwzJiQr2Y+UW3sFAJSsyRMl9RHEe0I2ZlLssXX0nWhvRqKXPbxvWcVSpyFherwTkoQxvrDffy73Ux6//I0e7fe8wrMa9ebgRnY70hZnCZ2v3yabxqBqe50Rp7Wo32QWK2Of/4ImlsND3PmZama2yExb/PTTHtZktMq9F0zY3G8P1abfUx7WbbtVub3my2Om6z1XGd9pbrtLcObodkazMinS05MY9Rsh2R11vbwdnZfq3n9U5QtiP2p/RtLpoR+7JbcvZ2dsV4t2NHzu7urhhtHb5oy/LFt7w3u3ukrOy9kXPS2xWRvb3ysrOz4zqdjpva/7fr0q4rKakn+mOSfTnaY5L9xHX/6yV/X205yX7qXOLExOynbz2hz03/Y/ujbnOJSbqpS/YTOd1UjnZ/32PUJOHZ7/Yn971UiXebY6I+N109Efsq7stJp8x9HLEs7fVMkzQsvmWFrkf5vhvX+qOSuERJmqZyYtelLU/LWPa/3DglZS7Ll9Dllb2fZW1X9LaF/owVyFTiLSrh0d7AY97Y9QKT6iUreFlxpU8sQ900an+Gkvail67EdZXoJU17nVM92g9izGPKTMwvTG9Rj0jRbZuAX+xHfv6Pq6Sc9H4G5ihvOmNJ6BvEONZxlNJ1wq81Zej9KEPdbvdtGdpPDt58yfiT5gqZVoomJoFF+LDYhv/F3PePSfn6UI5h+4u+ZkX3RduvMnJS6/Ctx3dkKC3ympHiCfWur+ekMqoUBC4v5t9T1LJK3E/fHzDjeM6Ow1Q6iW+6JDwRb+Bmw/Pyjict75eqd1na8kZ9/92L7y9jVcnrUdf/Djw/ZMJSoiRJnHPOTZW7WAAAgMlCGQIAAKZRhgAAgGmUIQAAYBplCAAAmEYZAgAAplGGAACAaZQhAABgGmUIAACYRhkCAACmUYYAAIBplCEAAGAaZQgAAJhGGQIAAKZRhgAAgGmUIQAAYBplCAAAmEYZAgAAplGGAACAaZQhAABgGmUIAACYRhkCAACmUYYAAIBplCEAAGAaZQgAAJhGGQIAAKZRhgAAgGmUIQAAYBplCAAAmEYZAgAAplGGAACAaZQhAABgGmUIAACYRhkCAACmUYYAAIBplCEAAGAaZQgAAJhGGQIAAKZRhgAAgGmUIQAAYBplCAAAmEYZAgAAplGGAACAaZQhAABgGmUIAACYRhkCAACmUYYAAIBplCEAAGAaZQgAAJhGGQIAAKZRhgAAgGmUIQAAYBplCAAAmEYZAgAAplGGAACAaZQhAABgGmUIAACYRhkCAACmUYYAAIBplCEAAGAaZQgAAJhGGQIAAKZRhgAAgGn/A85r5vz+bYCYAAAAAElFTkSuQmCC" />
(4)无横向边缘效应。横向效应是指由于横向开断造成的边界处磁场的削弱,而圆筒型直线电机横向无开断,所以磁场沿周向均匀分布。
(5)容易克服单边磁拉力问题。径向拉力互相抵消,基本不存在单边磁拉力的问题。
(6)易于调节和控制。通过调节电压或频率,或更换次级材料,可以得到不同的速度、电磁推力,适用于低速往复运行场合。
(7)适应性强。直线电机的初级铁芯可以用环氧树脂封成整体,具有较好的防腐、防潮性能,便于在潮湿、粉尘和有害气体的环境中使用;而且可以设计成多种结构,满足不同情况的需要。
(8)高加速度。这是直线电机驱动,相比其他丝杠、同步带和齿轮齿条驱动的一个显著优势。

 

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