El ABC del control electrónico de las máquinas eléctricas [texto impreso] / Gilberto Enríquez Harper, Autor . - primera edición . - México, D.F. : Limusa, 2011 . - 401 páginas : ilustraciones, diagramas, tablas ; 28 cm. ISBN : 978-968-18-6154-4 Idioma : Español ( spa)
El ABC del control electrónico de las máquinas eléctricas
Enríquez Harper, Gilberto -
México, D.F. : Limusa - 2011
Circuitos eléctricos -- Componentes para el control de estado sólido -- Elementos para la selección y aplicación de motores eléctricos -- Los accionamientos electrónicos para motores electrónicos -- motores eléctricos
|
| ![El ABC del control electrónico de las máquinas eléctricas vignette](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQSEhMUEhQVFRUUFRUUFRYUFxQVFBcUFBUXFxQXGBUYHCggGBwlGxUUITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGhAQGiwkICQsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwwLCwtLCwsLCwsLCwtLCwxLP/AABEIAOEA4QMBIgACEQEDEQH/xAAcAAABBAMBAAAAAAAAAAAAAAAAAQQFBwIDBgj/xABIEAACAQIDBQMIBQoEBQUAAAABAgADEQQSIQUxQVFhBiJxEzIzcoGRsbJCUqHB0RQWIyQ0c3Sz4fBjkpOiBxVDU/ElNUWEw//EABkBAQEBAQEBAAAAAAAAAAAAAAABAgMEBf/EACkRAAICAgIBAwMEAwAAAAAAAAABAhEhMQNBElFhgQQikRNCcfChseH/2gAMAwEAAhEDEQA/ALxhCEAQyt9tp5OviHPnM5C9BxMsiVF25x1sRVS9iXIH3zMtEbpENi6tzGdekrqVYXBkbiDVQkkl158R4ibaGOv1mvGlcTkQW1dkNTuV1T4eMjsLiXptdGt8J3K1Q39ZDbS2EDdqWh4rwPhLGSnh7NRk4u0Pdh7fWqcj91+F9x/rJ2VlUolTYggiP9n7bq0mBLFl4q2un3S+NHR8rbyd6TCN8DjkrKGRgRy4joRHNoNWJFiWmVoAQvCKIAokzSP6hU/iU/lyGAkxTH6g/wDEr/LkYZEXheIsW0ABCLFIgCCV7tCm1WtUJv5xHsGglhgTmsFUWrjKqIt6a2zPwz8QBx/oZ046zZjkTeiBbZJteepdkD9BR/dU/lEp/GbMphBlYEkbhLk2cLUqY5InyiZnPyMwi1scQhCYNhCEIAQhCAIZ50/4iYonaGJv9CqQPsnoszzV/wAQVL7TxSqLk1yqjmxAm+PZmRH4XtBlYrUBK3tfiPHnJGphUqDPSYA8xuPiOE0bS7J+TpZlOc31dNQDfvBh0nPCpUoMbEjr9EyOObWDGGTS43KSraEGxtJLDY3nrOfpYqlVUJVGVh5tRefJvbxmTLUoWzaqdzLqpHjEl6ho6DGYKnWXXfwYb5zeP2U9K+l15j+9JL4TGggWMk6VYEayNyj7oHDYd2QgqbHhOp2N2mBIStoToG4e3lMsbsRH1Xut03e6c9jtmvTvmW45jUTeJLATLFUiZThuzu2jR7jAspItrqvgN1p2tGsGHdN/iPGYeNnZSTNohEvCU0ZCTNP9gf8AiV/lyFEmU/YG/iV/lyMjIiES8JSmYhEmutVCgsxsALk9BBCL7T7T8lTC09atXuoOPU/bHGwNmLh6QTex7znmx/u0iNgUzia74uoLKO7RB4AaE/3xvOnEgM9JceB9HT9RflEpqXLgPRU/UX5RIRm+EIQQIQhACEIQBDKXxmxD/wAzxmIff5VvJLpuIAL253l0GVr2j2cHxLvchlfQg8OU1Gryc+R4OZxbNTsb5bZgO6N3C54k7zfrGmNwdNwRlVCxsM6kU3Nt+uqHf7jOlx1MNpkzW37vv3zQMIAzF7kMNx1UEbj0Nptv10cbKv2p2eqUybC2psp325qeIkbhse1M5WuV+kjXseYIlmbQq+UcqVDDcabaEW+qec5Lb3ZV7+UokuGGbybaVVA5DiJXG1g3GXqMGRKl3otksMxRz78pmeE2vbRpAtdTxBH97psFQGZr0N0dxh8UCN8dHUa6gzh8LjGQjW4nRYDaysQL2mPFb0ZY5Oz6atmCgH7B7I3qVCpupI8I6xdSYbNwud7kd1dT1PATP3W7CRM4FmKKX84i5t9k3wEWaPQJJlD/AOnt/Ej+XIYSZX/28/xI/lwyshxCEWCADOc7RV2r1VwlM7+9VYcFFjb++kltsbRGHpNUO/co5sdw/vlGXZfZxRDUqa1aveYneBvAgEvhqK01VFFlUWA6CbRC0yAgBLmwHoqfqL8olNS5cB6Kn6i/KJCM3whCCBCEIAQhCAIZwW3U/TVcp1zG/L/zO9M4bbHpqtvrmahs58miKJBsu4jUjjp8dYtRrA33RXsb34aDn7JqJI36jhzHiJru0cBhXwYcm6ciNbHTdu1UyMxdBjUL1NFS7Bl7rqo3Lb6V50Sa3I4+6wmjFWNxlud++1h4yrLwDjdo4CjirmoopOTpUW1hv7tQfS3bxznJY/s9WpMARcHVXB7jDoefSWRW2UTZh3RvIHC44cAd2sa7c2stHCHOgDG9Omm8E8x0A4zTp72bjIrDCqSSDw+6b6SkuuXeTp4zBEyjqd8m9g4XKDVbjovhxMzJ0qZskKuYlVGraD2zoMJQyKF955niZn2b7N1Kq+XzUgGuED1FVrXsTY85O/m1V+vQ/wBVJwgqOkF2QwhJr82q31qP+qkPzZrc6X+qn4zdm7IUSZH7Af4kfy4v5sV+dL/VT8ZKDYNX8j8n3M3l8/npa2S2+9ryMWcnAyZ/NivyT/UT8ZzHbKjWpGnhUANfEnKgVlJC7iSQdOPuMoIWn+u4q++hhzpyd/v/AKTqrR5sjsTXoUlpqq6bznTVjvO+PfzZxH1B/nT8YBEQEl/zZxP1B/nT8YDs1if+3/uT8YBFS5MB6On6i/ASsfzbxP8A2/8Acv4yz8GpFNAd4VQfEASEZuhCEECEIQAhCEAQzhdtU/01UjQ5j4HxE7oziNs+lq+sZqN3g5cuiGppY2bmSL9eR4zJ2t8JvcA9RGdekdLE2BB5nTh1Gs06f8nAKifU0P2e0TQ7blOhOnjzsY4Ujevt8es1uVJIbcPdc7/uldVUioyZgo13D7JVXaraQxNcsno6fdTqb6t7/hOn7b7WNOmKKN3qg9qpz9u4TgKmlgPADnEU1d6NxXZt2fhjVcDgNWPSSuN2iPNTcNL/AITYtAUaJH0iLsep4SHqJa1ognJtrKNskH2tWtpUItyAA+E7PDm6qTxUH7JylHs7WYA3QXG4nX7J11FLKByAHuEvL4vR0hZHdoqzJRuhKnMBcb5y1PbldNfKE9GAInW7bwLVqWRCAcwOu7SctjtgVaSFmykDeVOo62MkfGqZJ3ZObB7QCscjgK/C3mt4cj0nbf8Ax/8A9n/85TVLuEMpsQQR7JcdN82zlPPEX99KZlDxqywlZy23tsDDKjFS2ZspANja1yRIvsvavVq4l2BcnKq31RfDhNvafZdTE1aSLoqgszncLm3tOhkrsnZNPDrlQanzmPnMep5dJk2SA8YtzzMQRTBRcx5n3xcx5n3mYzW9bWw7x5Dh4nhBBxnPM+8y48B6Kn6i/KJSDAk2vqRrbcq9Opl3bPFqVP1F+USEY4hCEECEIQAhCEAQzhttNatVv9YzuTOA28hFWsRfz79eG6/wmo7OfJoasvESJ27XdafcJU3sSBfu2NyDwkrmB1H9+yafKBiRyteb1s4EFg8e1gX3m5utiVQfSa2jLfdxO+bMTtCnTRqtRwU84W81mtuHG/Qx9iMICe4xUhgzBbX3WseYtK27WY0Va7U0GWlSY6bs1T6R+6M9ZRtKyNx2KarUeq/nOd31V+iPdHew8GGPlGGi6L1P9IwwtE1XCjjv6DiZ09HDglaaaAfYBvMzN4qJ0oBs3yquSTuOTq3Ocu7EGx8CJYyJYADcNBI3aWw6dU5vNbmNx8REMYRpwxg5WltOqNFqMBwGh+Myfa2I/wC632fhJCp2VqX7rqR1uJp/Nqvf6H+YTp5R7MVIZtt2uP8AqH7PwmvF4+rVFnqMRy4fZJA9mKx4L/mmadkqpOrqvhcmHS9xUiBWmSyqNSxCjxMuWkmXZyDliLe6kBOU2VsOnROa5d/rHh4CdcR/6eP4k/y5zm03g6QVHJbdxtSn5IU7Xdip7uc7r6LxMQ7Z8mtqoZmCeUbKmWyk2uVJ0j/GYFKts4vlNxYkWPiDIzauHo0EF0uKlqTXd9EJudbyFd7NtXbqZahUN3N7FbqDp1137pnV27TU2IawbJmA7ua1yIxw+JwzCvTtalmW5DOc5I6ajzZrxCYZ3VvKBQWD5e8Q/C+Xh/Sapdktjypt+mQCSyqUDg27zBjlFuWsDt6kqAqG1JW1rkN1tv39bxvTw2CyuVOYBNe+5soNxlv15RBSwmRGepqCTmLuGzbzfqOEyVXs6GglhzJ1JO8m32eEurAeip+ovyiUvTIsLbraeFtJdGA9FT9RflEyVm+EIQQIQhACEIQBDOG20v6Wrb6xncGVfj9s02xuJoq/fWoQUbTUAXynlKjE42hatC5JJJ+y3TTePGaVNmIbQEC31eXs8I6z3PIjhxjPGaZmZsqhbk9Bcm95texwo5ztLjkoqatInyr5qS2JtfcWI6Svqmg114k8yd8f7Wxxq1WqC4W5WmOSDj0vMtlUBUbMw7qa+LcBLiPsdEh1s3DijTLNoza+A4CTmwcrU84vdibki27Sw6SExCnEVRSU6b2PJRvnV0KYVQq6AAADoJzrtnSCM5yu19uuWK0jlUaXG8+/dOoq7j4GVwxInSCT2hyNrQ7Xa1Yf9RvfJTZXaY3tWNxY2a2vgbRrsvYj1kz3UAkgXvraR+MwZpuyHQjfNUmqiYysjraG2q1UmzFV4KumnU8Ywp41wfOb3mP9ibIauWswULa5IvqekTbOxzh7ZiGDXsRpqOksaTxhh28kp2d26zOKdQ5r+ax335HnLCP7Av8AEt/LlObKS1akf8RfmEuRv2Bf4lv5c5TNwZEWjXH4FauTMSMjhxbmOB6R5eaqz20G86D8fZMo6ETX2MtSo5DMAWVmta2YCwW3LjM8NsNKV8pJPkzTGa1t5IP2yUpJlFh/Z4mJXqZRe1zuA5k7ppyZFE5vC9ncyharsclMJ3bAKxN9D9K3XnJDDbBRWRi1yrFvNUAki26SdKnlAG/meZO8zORNlaRlaXNgPRU/UX5RKaly4D0VP1F+UTJGb4QhBAhCEAIQhAEM889uaattDFEd1lrGzLvvYT0MZ5q7ell2niyp0NZiQfAbpqJmQ82V2uekQmLGZfo1l84ePOaO1vaQVh5Ci2ZNC9QbmH1R/fCQWHxobQjxBmusioDlUAceM1XT0ZcU8jdSzMFUanQD75OYoijTCr/5PEzXsbDBQarDVh3b8F5+2PcPsd3rLUqEeTADAX1J4AiZlLyxtBK8Dvs/s/yaZm899W5gcBJWKIQdUqRjW3HwMrlntLHcXFvZOdbssD/1P9v9ZuDrszNN6OeXEMBYMw6AkTRWdt5JJ5nUzpT2S/xf9v8AWL+af+L/ALf6yucZbMeMjnaGKZR3WK332JEwxNV2HeZm5XJNp0rdkf8AF/2zTV7Khd9dR4i3xMOSeHkeLITZDfpqX7xPmEuOp+wJ/Et/LErPDbNpJVp/rCMQ62AFySDoNJZlQ/qCfxLfyxMT6NQWyGZrancJhRF+8d53DkPxmJOZrfRU69Ty9k3M1hc+8zJvYE2mlO8wb6I82/EnTNb4RAC5uRZeA+t1I5dJvg2EAYCKJSCy5sB6Kn6i/KJTQly4D0VP1F+UTJlm+EIQQIQhACEIQBDPOv8AxAw7DaGKJGjVWIPMWE9FGedu39UnH4oEmy1msDw0G6dOLuzMjjqtK7BVHeJsLSZOxLWzVLjS4tv6X5TZsLCb6rjU6L4c45xT3Nhv3AczOblTwYv0M8LT8o4U6Ku/rbcsnbRrhcIFQKdTvJ687zMsV394c+I8Rx9kkVR2SH2HwNSoCadN3A0JRWax9gmTbOrA5TSqBrE2yNew3m1t06fslVAwWJY1TSGdf0iC5XQbrTb2exGfGPau9dRQezuCCL2uADNBtnEk2kPX7SUV3B28Bb4yWrea3gfhK4V7b5qKT2ZlKjo37Wa92n/mP4RtX7SVm3FV8Br9shaZBPKOKOCDH0tJfEt+E3FJe5z8mzHE7VrMdar++3wjdql95J8Tf4x/i8AqJmFanU1Asm/XjGOHpB3UX0LAab7E2hYdoOzds5f09H94nxls4mvfBpTXzvLsWPBQUA3/AFjynGrsOjSZSpcuCCtze1uNgNd26dcVf8gpgWVfyhzmOtQtkFzbcJzm1do6QiyPLqgA9wGrH2c4i0yxu/sXgOvUwp0gN2/iTqT7ZtvMnTWhQYRBAykFizGKIKZXlz4D0VP1F+USliZdOA9FT9RflEhlm+EIQQIQhACEIQBDPOna+kam1cUv0RWYt4ACejJRfaqkExuMPFqzE+4aQZloh8UwACjcNIuy8Nc5z4L95jVUNRwo47zyHGTqJYADcNBIs7MwjeRRFMxgTNHYkdmbWagrKqIyu2Zle5RtNxX747wnarJWFRMPSpsEKFBcKwJBv13SEmFRAd/s5jwMlDeyV2xtRayZVoUqR1N0BBOlgD0lc1diVgNUv6pBnWtVykBiNdx5+PKbQ01HkoS42+ivamCdd6sPEGNgxEswODxEaV8PTfTyaOeNwLDxMOaejD4mcHSW4mITLcnfyB3e2ds2waNjcZb6kqco9nSMPzZVwSrkC+lwD8JfJSw3THg0rIbZGMc16feOrKN53X3S2K/7BS/iKnyCVxhOzbpVRhURgrKSL2NgeUsCrikODp0wwzis7FeIUqADMNppGlGS2R0ymvMIucc4TRqmZAxZgCOEGcDebeMWipPRnFE13mQMpDIy6cB6Kn6i/KJS15dGA9FT9RflEhljiEIQQIQhACEIQAMobtvU/XcT0qt8BL4MortHQz7RxRPmrVPtNhYSNWZkrGezMNkW585tT0HAR3eIYhmjaVCgxCYkQylM7wBmEIA2xShqigi4t+Ma1aYU1ANwGnSPcRhsxBzEW3WmK4QBSLm7byd88suKTbwfQ4/qIRirfSx83Y2o0NL5WWynW+h9kfbO9Gvt+M1U8GR9MkWItMFw5S1nJ4BeHt6S8cJRawTm5YTi/u79wxgz1VS+lrn4zKugpq5Q7xu5dZsqYMEAg2Ya5uZ4wpYQDNmOYtoTu0llB26XyYhyxUY29bXyNcTh1WkrjRhY34maKrsKhqD6OQnwIF49GzjorOSg1C2++bvyMXc30cWtytOb4pPqjvH6mEdu9/5GeGpLUFS+oDFhrbhNdDDjyDPrmsRv4XjzZ+HCqwBuCSL2tuFpmmDtSNO+++tuc1HidLHTJL6hKTSeLX47IvCgZqWUMpJ1JOh8I6wuHWs1Rn11yjp4Ry2Cv5Pvej6b/wAJhVwLBmNN8obeCL+6RcbXuv8AhZfUQlp0/X5I5KpK0gdctQrfppOiEi32X3EVWtlJa9rkkx5g6LLfO+fXTS1pvjjKLyjh9TOE0nF6vHyOhLpwHoqfqL8olK3l04D0VP1F+UTseJjiEIQQIQhACEIQAlN9pFAxmJ/esfhLklOdpv2zE/vG+AlBFERCIsQylEiGLeIYKJeLEEW8AZ42qQwGbKLb7XiCoe53swYnW1tJniabFgVANhxmFZWsrEAZSTbh0nklGXk3k+lB8bhHWvY2bQqFQMptrNK1SFZ8wZtFGm7jaLWpO1iRqDuvpa0zNFnVgVC7iLcxD8nJvJIKEYRTredepklOoCpzZgd4NhbwmtzUDhQ/nag23TanlGKgjKBvN98zqUSaqNbQAgn3yuNxxfRlTqX3eOn1+BtVrOHK+UC2UakbzAYx/Jr9ZmKg24c7Ta+FvUcsoKlbC9t8bjDsKa8GV7qCRr0Ez4zTdHVS4mlddf6Nyu9N1VmzBtAbWsZpwu0GOcMeBK+Im1Ueo6sy5QlzrxMbvgX8kNO+GbToYal+26LH9J4nVur/ACb6GNbNSBOjKS2g1tf8IiVKrqaiMLX0Sw1APOJQwrZqVxoEIbdpe8wp+VpqaaoSb91uFibyq+ySUP2Vfv8AyxxXr1GZaaWViuZidcvSZ4HEPnanUIJAuCNLiaqtJ0dagGc5cr23+M2YGkzVGqsuW4yqDv8A70mlfl/dHOSh+m9VXzdklLp2f6Kn6i/KJS3CXTgPRU/UX5RO585jiEIQQIQhACEIQAlOdpv2zE/vG+Alxyne0w/XMT+8b4CVBEREMzIiGU0Y2mJmcLQDCBmVpjVcKNf6nwgERtSraqoZ2RCjHuk+dfSMamJqlaJqMVuHOpKHTzSxA0No/wAfjXSogygkqWAszZbHko1Me4fEFqjoQO4qG/VhrvmlgwNtpVSuHujH6HevckXF9eMNpbQ/RDyTEs7BAV1I4sQOYExwmOZ6rAgZQSPpnReI0y3m7A4x6gVwqBGJtrZgBoD1PSQDJMY5w5GYrURwjFrqSL3Fzbu3B3x3sKuzCoDm7r21IYDS9lYecItLF1TUdGSnZQCxudQQbcNY12ZtsuyrkUAq7d0nTLzBFvdDLZFHatfKy52uc1RW5ImYMPsEfbU2hUHk/Jlr06a1HsL3JA0PLS+seUdpGoKQSmmeorN3vNCg2PC5vN2Jx7U6QdqY8oxCZAwsSdPO5Wl6og3xmNzVKYNQ06T0i4YG135Fug4TTg9o1P1Y1GsrGoCTYBlHmEnqI4xeNSphkY0wyuQCuuVCL3JK6gAjhHmzawrU7lUIBy2BzrYbjqPjIikVhNo1GNG7kh69ZeGqKCVEbYLa1a9JXYnyrgq2mqXIZT4G06xaQFtBpu0GnhDyK6d0abtBp4cpC0znV2w35T536HP5K1tL287Nb62lpliNoVVrNdjkFVUGTIwANu6yHvX6idEKK2tlFr3tYWvztE/JUzZsq5vrWF/fDoUzaZdGA9FT9RflEpky5sB6Kn6i/KJkMcQhCCBCEIAQhCAEp3tL+2Yn94fgJcUpztL+2Yn94fgJUEc1XJN8rWtmvdiOOgAm/wDLl67v7+EzqYQG/XwmtsGP7t1/GadDJkcYvXcD75uMa/kQ5n7JvdwoHuA4mHXRUFSoB15DiTymNNNbtv8AsHQRadPi2/7B0EzIkKNsVgUqEM17gWBDFTY7xpEbZ6Zs2uayi+Ztcu6/OOZlAobUsAitmGYG5Nsxtc79N0xpbLpqwYA6Esq3OVSd5C8DHYmUN2KNQwyhmbiwAPgJop7OprksD3AwXU7m3x5AQKGP/KqeVFGZfJ3ysrEMAd4vyi/8opEIpW6oSQCbgk7y195j6KIsUhimyKaqVQsoz5xla2VunTpHOCwa0gQt+8cxJ3kmbwJlaQUEUCIBMrQBYsICQAZc2A9FT9RflEplpc+A9FT9RflEEZvhCEECEIQAhCEAJTvab9sxP7w/dCEqCIxprMWEpTGaG9Ivqt90ISorN5hCEgEmQhCALCEIAsVYQgGMzWEJAZCZCEIAomQhCABhCEhAaXNgPRU/UX5RFhAZvhCEECEIQD//2Q==) |