simuladores
¿que es un simulador?
Un simulador es un aparato, por lo general informático, que permite la reproducción de un sistema. Los simuladores reproducen sensaciones y experiencias que en la realidad pueden llegar a suceder.
tipos de simuladores
![Resultado de imagen para simulador vuelo](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTEhMWFhUXFhUVGBcYGBgYGBgYFhcYFxcaGBgYHSggGB0lHRUXITEiJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGhAQGzUlICUtLS0tLS0tLS4tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0vLS0tLS0tLS0tLf/AABEIAKoBKQMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAABAgMEBQYHAAj/xABOEAACAAQDBAcDCAcDCgcBAAABAgADESEEEjEFQVFxBhMiMmGBkQehsRQjQlJiwdHwM3KCkqLS4RUWUyRDY3OTstPi4/EXZIOjpLPDVP/EABkBAAMBAQEAAAAAAAAAAAAAAAABAgMEBf/EACwRAAICAQMCBAUFAQAAAAAAAAABAhEDEiExBEEFE1FhIjJxkfAUQoGxwaH/2gAMAwEAAhEDEQA/AMPjoNSDdWeBgEEpHQoJR4j1ED1Q+sPefugATjqQsqLvY+S/iYUUyx9Fz+2F9wU/GABqBHEQ+OIT6MhP2mmMf94D3QRsSdyovJF+LAmABo0GWUx0U+hhycS/1iOXZ/3aQk7k6knnf4wAE6ht4pzIHxMcZPivrX4QMAYADJLTexralACPOpEO8MAgIua+UMYka19IAF5mNrolPP8ApCAxLjgeY/AiFMNLDGjOEFCSxDNp4KK/dEpK2KCtS0zNcgdTMC5dxrl42pSHDE5fKrE5JEam0WH0FPqIONrt9RfUw4xWz5QBeXNOQiqllIoBUEEECpqDSh4Q1TDJRqOWZVL0CUsNa3PEGvAGDyxKaYr/AG440RP4vxjv7wTfqS/Rv54jqw++TyjTtkErXuMda3sLgEfnWEsaY3KhQdJJ31JXo/8APA/3lnfUlfut/PAJKw7UoHFC2YANeoGXvE0NQeGsd/klaEtpWozEG2b1vlpa4iliXsLzPZgHpLO+pK/db+aCzOkk4juyx4hTUerERH4oKHYKSVraopY3FjCBiNCLslsP0kmDvKr8+zTllA98Ok6UDfI9H/5YrkdA4INTLSvSWSdZcwcsp+8Qsm3sMd7rzX8CYp8DC8tBqZdE2rhj/nQOasPiIWXFSTpOl/vqPiYo1IWxEjI7Ifosy+hpE+Uh6i8qgOjKeRB+Bgxwx4RQVlVNAKkmgAFSSdABvhUKVJAJBBIsd4tqNYPK9w1F2Mk8IIZUVOXi5o0mzP32/GFl2rPH+cbzAPxELy2PUixmXBDLiDG2p29geaj7oN/bs3eqHyP4wvLkGpEs0uCdVEb/AG+2+WvkxH3QH9v/AOiH73/LC0SDUiCzRwgIGNyARHAwAgRABJ7E2FiMWzLhpRmFQC1CooDYEliOEWvB+ybHvTOZMvm5Y+iKR74h/Zztn5Lj5Tk0Rz1Mz9WYQAfJgp8jHo5aDfzhpWef1XUZMcqVUZNgvYx/i4zylyvvZvuidwnsjwC98zpn60wKPRFHxi8zMdKXVxbW9ac6aQzmdJMMNHqdeFrXvuuL6RVHDLrZd5/Yi5Ps+2cqMi4WXVlK5mzOwqKVBcmhGtY86YrDtLdpb95GZG5qSp94j0u+3amqAkc0A9bmMK9pOHK7QmtlyibScAL94Ua+/tBoJRaNvDuthlm4arZWDAQBMdEHsAQ9lP2RyhlDjDtbzgAfYAAuATlDZlJqRQMpBuPAxbsJj3KIOyeyRUXFuF7g6/hFW2DiUl4mQ80Ay1nS2mAjMCgcZ6r9Ls1tGn9PulmynwnVbNZJc7rEPYkPKqgrmGbIBvrSNIZMkPkk19Ajpu2rM4x7AypYBJoZla0oKkWBOlKacAIQnKwYhu8VLNmqWvL7I7QqDlata0IYcIfYHaqKKzWWae2KMrECpQhtVo3ZYV3Zj4RFTppNfnbUApeptQ1t4e+C/UyW7aG1YUkTczVAuBxoeygBPjYGEKw+XaLBQM5rSn8IA3fmkKOxoxJJeZCFGuWgB4Gmp+iCaV4whiZeQmWwUMrULVJ8taU5Ctod4faRAId2cECgtQEkVN/zyhGbjCdGIux9TYekU2hb2ITlAJAIYDeDUHkaCEiYFjU3v4wUmM+5R0AYmv7rYzIziQ7Ktc1KEigDGq1zaEHSImfIZDR1ZTazAqbgMLHwIPIiKChOHGGnqvelK/6xcEcijD3gwhHQgLNsTDYbFZ5fydkKo06qzqVWXTrBV5bU7JLX+r4xNzpey5hPXNOwk1/nBMp8pJ1TIyKo6s5lJIANQRRhcRUujm0hIxCOwBSoV7EkS2IEwrQjtZMw8QxG+LmcDLLPLUSTkILBMRMlsikjthZ6sgUK6sXFFpXXSENDLEbBkVmHBzXE2gpLnoyGWpTNMdXQOuhsGKlAWrcAiAnbCmj9GFnADvSXSYK7wAjFj6CH+3dsoJTYXDOWlmYxmTCADNCH5ujCnzdczUyLU0JrQRWyAd0AmLzZLLZ1ZTwYFT6GCwDzSaVJNNKkmnKukBWEA4w85Vrmlq44EuKa6FGHHfXQeNTmfJIvJYH7M000Xc6NvDb/AKXhdoTBSYAHlMOa3nL2jS0t6L2aVutTXMbcAPGA6vD/AF53+yT/AIsMiYCsAWIR0dHQADHR0dAB0azsjpV1uGRpjs7gZXzsSAy2qRpcUNKb4yaHuzcaUqCbd4Ak0zDfQAwW1wcXX9IupxpejL/tDbJm1ls+QZSRU0Fr0atlqK2trc7ogcFiSAJmcBmBJPaLVragoQLGlLCkRMvaiKwYr1tDUqy9hvBqmpHhS8Fxm3nf6CADQUFFA0CotJai9aBaVJOph/U58Xh+iOlcF2we10KqGmiXOuaJmAIrSp3LWmkVvpvjxOMslwzIGU2oaGhFdCb13b4r74qY5y5ia2CrYX3BFt6CJrZnQfHTqESDLU/SmkS/PK3aPkDFKMpbJGuDw/HhyeYnuVyOjS9ney0ChxGIJ4rKWn8b/wAsWPBdEsFJ7shWP1pnzht+vUA8gI6YdFklzsdjyxRjWB2dOnfopTvu7KkgczoPOJ3ZXQ/EzJ3UHq5bmWZozsaFQwQ3lhr1ItwjWJxtTcNBwiCmzcmOwj7m6+S37SZl/iSOl9BGMbbvghZbdEJL9luKOs7DjzmH/wDMQ4T2S4k64mQPKYfuEaPJnQ7lzoUukgitRma+yCdvxcrylufvg6+x2Z//AGJ/sm/njUFnwtLmxD6aI9Rln/g22/Gj/YH/AIscfY5/53/4/wD1o1dpsNps+CPTxYazLm9kH/nf/j/9aC/+Ei78Yx5SQP8A9DGhYvaktO86jwrU+gvDMbZlNcOP2qr7mAMbLpYegtbKOfZZKGuKmH9hR98QWO6EIMWMNLnN+g64syA36zIFoCLb6xps7aK1pmEVSTjFfaOIao7MqRLFTxBcgecVLpMdxVcsTm6YhiZe2VlvLE5MQjo8s1yhwGUqSCwU5qE/SPnDSf0snSuzjMCUAqEbKxCEKQmQTqiuoqrLZrUpQ3jDvD+Uw0iMnh8P2uhx6mfcyvYk3ZRwE9Z4X5V2BKqHVrBVLB17OrMSCb5dIa7O6L4fEJmTH4eXMLMOqnOZdAGIWjsuV6gA2bfGnY7ongp93w0uuuZAZZrxJlkV86xXcf7KpJvInzJZ4OFmDkCMpHvjkn0c9V/0bY88Yw00nvy+foUjHdD8TLnGTRWcIJvZZWBQ5qNmQkU7BNzuhhiVxATI4bJ2QRYg5RlTMV1poAdN0WpuhG08KSZBSYDUHq3AJBFLiZlNwbgE6xDY3F4iUyjFYd0o4Y5ldMxU11aoN6Gu+kcmSGaD42OzH+knD4m4y+6/1kBXdvgY1B+mOAm4Xq2JYiQJSSp+GRqTGoHnJOUtTVnuK1rcRU8DJwMwTOtDp852TLYAiWaKKIxObQuaLUV36QQcpOqMcmKEVqU01de5XKx1Yf4nZwF5ZJzNlRaVdgxotLDMa9k0FKi1YWxnRzESlDOlKsyAE5WqoUnsvQ0GZb+MVkXlupbGePHLIrgr+hFZoCsHnSWXvKRzBEJRJLi06YMBHQEAhKOjoPKlljRQWPAAk+ggALHROYLolipn+byDjMIX3Xb3RY9n+zxdZ04nwlgAfvNU+6OiHS5Z8RE5JFAh5s7ZM+f+hku/iqnL5toPWNc2Z0Ywcm6yEJ+s/wA4f4qgeQETytam7hujqh4e/wBz+xm8i7GX7M9meKmUM15ckcK9Y/ovZ/ii27L9meDS80zJx+02Rf3Uof4jFqlzYXSbG0ekxx7GbyMT2fsqTIFJMpJf6ihSeZFz5wu9BHGcOMMJk6axdUQEhqVJIGUqDXTW5FLaRtFJEO2LTJkRmMx6LZmAPCt/JRcxEbdxclezicQWP+BIrc/aoT/EQIreL6TFKrhpMvDjiQJk307qHnGjyRhyJQbLNise+XPlEuX/AIk5urHkpufj4RUdubcl5pTLMeYyTpcwEAS5dFNGCZhnaoOtKc4gMViJs18zMxP15hLN+zXQfqgc4QxMtFU/SYjU3NfgPefGOfLnnODpUjWMEmaLK6XjdJY8pzE+nVCHP98Jm7DH9qbT4gRUU2mSoNQLDS509BDPF49jv9fw0jn8/wBZFNF1mdLZ4qf8nUVrczXIsLDKy10r5w3bp29KA5juIUKKcO0XMUUYriYbYzEDPUGtbknfWv3UiJdT6ISjuaFP6ZTwivml9piMoAzBVAJLUNqlwBxytDdemzsaF2Un/VsvvUH3xTp2KYro1Rqb2rxPjEb1t7xMOpkuStBoc3pBizpMlNvujKbGv0X+68N36U4tTXqcOWIAzKCCQNB2mqYpy7RddGJHBr/9odytphrVoeDX9DrHVHNjn3af1J0tE3P6YYrRpSqP9SSPUvDTZvSSkycZstH611JoRLcZVygoTmUcq674aJiSDqy+eYfjDHDhGUlxQlmOceJ3/wBYUlLWql9ylVbl92PjcPZZWIeU1D83PpLNTSmVsuQ1I8dbU0Nn6+cgvLrwNaDzYVEY+0mZLHZOdOFiP3fwvEjsbb7yadTOeT9kduUeNUauX0Yxqs8o7SRLguUa9hcdUXBW1b0I8iNYfYTFo/dYHkb+kUDCdLg1GxOGV6W6/DtlYX0IrbkWHKLPgMVhcTQS54LWoszsTLcKgBr8AYrWmKixikEmKCKbju3eYiLOzJsvuTpi03N86voe75FYSnbQnIKtLWYOMo0P7hqP4oS3GNtp9EcFNrmw6A/WSss/+3QHzBirbQ9mko3kz5ieDhXHqMpHvi0r0ilE5WzSz/pFyjd9MVXfxh4Ztb1hvp8cuUPUzK8X0Jxso1TJNoajKwr+7Mp98BO6SY+QqpOR0VFyBSrKhGYsSQ1UY1Y3pwjUGmQhMe1N0YZPDYT7m2Pqp4vlZmeD6QyZk+W+IlqEUEdhAvaYgF2EsUNFrSgGsTOImbOxBAJQMBSqoEHha8xqCi1NKhQdYmcfsHCzKlpCV4qMh9UpFb2l0LkgFkmtLABJzUdQBc8D745J+FZEvhf5+e50w8QuVzV/n8r24K/0mwciU6pIYtbMxuAK6ChJNd9+ItENAFheh5WIr+EEjjSpUZZJqcnKq/Pah/sGbKWcvXoGQ2NdFro3jTx3ExqWElogoiqo4KAB7ox0iLn0c6Qjqsj1LpZaasu6/hp6R6nh+aKbhL+Gc+RbWXpJggZuNRO8wHhv9NYq8zGTpll7A8Lt67vKFcNsoVq7XPjUn1j03O+DKidfbkofWPlBZe1prn5uXbian8Ke+AwmBlrcJ5t+BvCWM6RYeTYzM7fUS/wsPMwm2t2FIkZUic3emkcjf+GkSCSpUtc86YQBvmPQelYoWL6ZT3B6lFlJpnND/E3Zr4AExXsTtDMauzTm4sSF8vpH+GOaeeK4GomoYnppIWq4dDNPGmVB4neR4++Klt3pPOmVEycQv+HK7K8i2/8AiiuypkyZb6IvQUVB4nd5m8dPVRfvHie75b290c7nKW6KpdxM4gmuQBV3kWHmxueXug0lVW5vz+5fx9IazMRwv48OQFh5QQTfMxGqK35Y6AxeLJJOnvMMHmVgJrVJhOOfJmcilGiYwkzsCBnCorDfAYhlQqFlmp1bUU4doU9IVnY5zLyZZQ+0FGf96OexjHETK2hXD4CYymYJblKE5hpbU1I0FDDZgeK/nyhz/ac7J1fW9imXLTdw0i4uP7r/AIHQhlgUfLW19PxhTDmUJczOT1nZ6ulcpv2s9xSguKA31hsrEGtRa9xUehFDEMKDvOLawQwU8/jHU8YeoKF5WJYb7Qrh5lAKeY3GJDoWcJ8qQY0AyWDLUkhVZhRWYqQQK791a7o0DpH7NpF2kCZKb6maqHzILLUb7jwhrqdDWpmkcTmtihbDw7zpypKUOe8ZTOEDql2UMSKVFdDWlTui4dJOhqvLSdhkaW+UB5LkZqgUqrjsseN6MbjKbRSNr7OmYWaJbsMwUTFZG3EEi9qGxFPCJ7o900+TyxLeVWhrnQCr/wCsDWLfa1MXmy5HUobr0HijDeM9iv5Zslz3lZbHVXHgRqImNn7TVv0ig+K0U+YplPpXxiyJtTAbRojgyptKKxop8MrgkeRt4RB7Z6LTpFXp1if4iDtAfbXfzFRbURePqIyen5X6P/GLJgaVrdeqJXCdJMRKoMPPzD/DmfAKx9yNWJWR0+lscuKkFGFiyVtbepoy+pjM5oale8OI+8QZNptQA0dRorjNT9U1zJ+yRHUsri9zno17Dz8PiB8xPVuKm7AeKmji28w3Oz5kstkqq1sFOeumqlbb9Km0ZaJsptGMtt2arLXwZRmXfqDziXw3STGSACX6yXoC9JqG+gmKag+Gbyjoj1K7kuJe/lbjvJXiV/lOnrBlxQOhivYPp1Je0+WUPEdtfgGHoYl5M+TOFZTq/I5iOf0h50jrhljLgTQvMnRTune18qCQpu938FGg8yPQeMT2P+aRphaiqCTvHobjhrGW47FNNmNMfVjXlwA8ALRzdfn0Y9K5f9FY427EI6Bjo8I2BEK4TEGW6uuoNeY3g+BEIx0NNp2gNLw2Ok9Ws0uFVhUaV8QeJBtDHF9LUWokpU/Waw/E+6KRhHAPaJp4UJ95tzh58tI/RgJ41q/7x0/ZCx6n6+TjtsZaNyTx20MRN/TTMin6N1qPBB2m5m3jEf16juLU/Weh3bk7o/azeUNFzMbXJhwkgDvmp+qD8T+EYapTd/8AWPgMHeY29j60HnYD3Q4lSlU37Z4A0Uc21PlQeMJNMtTQa5Rp5/1hB5x3afn1i/gjzuxbskZuJtcig0UCijkN/wCdYZTnJ5fn80hutdeVzpfid0PZgw4ogmvMYkZnRcspRvyhhnmc6LTg0ZZM1jURk7Ql124CHO1ZEpZrCVM6xBShAIrYVrmJpeotY03QyL7hYfn1jmlNl0Ay8T5CAr5R1YCIGLYdtRAzDCUs3h9svZz4iZkWgA7TuxoktN7uxsAPfpAKtxo05jasHVBTtE+sT+OxOAldiTLbEZa9piZaO1O8xFJjjgqmWB9rvFqnSDEKayUkyBu6uTLDD/1HDTD5sYaGRJCfkwdcpGWppWtKnU2rTjYRJN0hx9z8sxArwnTAPQGggX6R40jLMmCaOE6XKnf/AGq0VXsKvchnkEaAka1G7nwhOsT0na8ksC8jqXBqJmHJFLfSkzCUYeClBcwvtXZcubL67D5DQ0bJUKeHYa8prd3ThUXKpdhlajRfZ909no8vCzVM9DREFs63ApmYgFQtTe9gKgRnUKYXENLdJi95GV15qaj3iM5RUlTKjJxexePa1sQpjGmoPmphRVOhzBQO0NBWhpS1jpFFAIt7o3/HYGVtLBAbnQFTvFgynmLW5iMK2rs+Zh5ryZq0ZT6jcVPA/nSM8OW9nyjXNCna4GyTCDaoP3+EaJ0R6ZaSZ5uLBjvp9bgYzrP584dbRxZmvnCLLsLICBUbxe3lGuSKyRqRGPI4O0aR0o6NLMUz8LQPqyDR95oBo/x53jPGyPqMrcR94iX2F0waRQMpdd4DAeYBBofDTlDjbWFlY0PisFmLopefJIo4QazQB3gLZiK61NIvp+oyQ+DJuvUrLGEvihs/QrE7Dst9RxH38IDDYl0NUYqd5BpXwPEeBhXD4owpMkq19D4fhHd5akrxs5uOThjEb9IgH2pdFPmncPIZecKysOSQZThjqKdmYOS6k/qFtIj5kkjxHEQQmMnNx2Y6sktp7YnunUzJjFQQSG71RoCSMx5ExFQLMTcmpgI55zc3bKSo6ArHQt8jmf4b/ut+EQAiINBYMIAAIhzhspHaOm4amEI5DQ1ioSp7iZI57W7I+P4wUTQNB+P9IbM3jBVqbC8byy+hOkerRt34QSZIPKATEsooSD4AD46elYTnMTqfz+eMc7k2OgiyRW5LHcB+J0iUwq4VBWe7Od0iRQAn/ST2qB+yH5iIomEzCHYtisRmJyqqLuRa0A5m7HxNTDeBpHGAAsdA0gIBiuEk52AqBvJOigak8hDufi84EmXVZQNab3b68ymrcBoosN5KTDLLCjvTKMf1a9geZq37sFPZuOVfvioq+QHSSAumvGBpE9slJOUNMlhyRJcUauoyEMM1qsrE8xSEsdJRZJyImfrpi8WCqoIBzW1O4g0p4121QS2f8Gfxd1t6kKYCJPGyFTrQUAIm79UHzoVKGrWpeu9QDQipQkyQctgd+64qa3r8fjCU7QWMmUHWCSprSXDyzuod4IOqsNGESE7BlRVl1FVplAoDlNRu0MRmKPzjCopbTTQQnJS2KQO0Mr/OoKAmjLWuVvvB3Hw4wyhZWykg6EUPL8QbwR0oSDujJlGm+yTb9jhWahAYpXeNacwa/veETXtH2CuKwxnIvz0qrW1KjvL46VHjzjH9l41pE5Jq6owbhUbxXxFRG3dFNsri1zoag2KnUEaiODOnCanE7sDWSDizCImNq4RZQloLky1djxL3twEXfp37NHRWxOCls0tatMli+Ua5kGpHFRpy0hcFsxMXJkkNRlTKd9QLUvppbnHQ8qpS7GEcTbce5V1kr+bw72ZjWwk6ViZJGeW+YAHUDvBgb0ZSVPgTBtsbEeSQQcyEAq1KVBANCNxvDHCYZ5rpKXvTGWWtfrOQo95jSMlLdGcouLpl49rnQv5JO+UYeXTCzTWii0qYSSUNNFOq86boz+XOj1vtHY8udh2w02plsnVmutAAAQT9IUBB4gR5Y6T7CmYLEzcNN7yNZqUDqbo4HAgg03abo1jNx4IaEZc+GuJYE2EJiOi55nKNMVUdHR0OtmYBp8xZaanU7lA1Y+AjCxkr0R2N1z9Y4rLQ6HRm1C+IGp8hvjQs7eMJ7OwSy0WWg7CCniTvJ8Sbw8zxzSlqZokYqIGAEDHUZhhHUgIOIQg6IN5ry+8wYtam7gNP6wmhg0MAawEDAQCAMFpClIAiAAtICkCYKTAMAwtg8G0wmgOVRmdtyqLkk8gaDfEns3YZbtTqqNyaM3P6g538N8PdvTRLkiWoChrZRuUXJ8STlFTcgGJ1K6RVEA0ypaYbXoBwtp5LQeYggmg6j3/dviVw+zlZllM6oVls5zELVjqAWtag8hEZipQR3UMGCsVDAghqGlQQSKEcCYu+wjQdje0PCSdm/JTgv8o6mZKGIXIGzMGCtmpmsGG/dFYkdJ6KwdOsLZx22BpnVASKqe1VT2taNzrBYfDZrk0HGkKpg+2illAZgpZrBakAlvAVr5GDS6E6exLTkxJZnyMKGY5GdbDtFrVqaAsOdd9oRxWOnyyC4ZbkDtm9KEix4MPWAxk4h0UTJoDKjNmZtXUZmBOqv3xUaOOENttFcwCOzLT6TZiDYeWg9BFqL0uQtroPP267VsBXcCeJP3+6I5mLEnefOJLC7CdxW/jaoHvgME6yHmpNWtZbSxQBqMxUg3ItQG+t4iVpWVGuERpbjDmXL6xdaMopzG7009IU2jMlO0x0sOwFBABIygE0BIHd98NcNOysD5HlCtsYEyWVNCCDE70J2+cJiFJPzbEK4rYVNm8vhCGJxKlaMAx3eHiPGIybh+F/jEfMqkhqWl2j2bgUVUVQa0GvHifOKF0v9m4Z+v2f1cmZVjMlnMJc0mlCKVEttdFoc14H2c9MpeMkVQFGlZUmSya5c1cjKd6kgjwoPO+ScQD5gH8+sNxVUNSadoxnHdG5zAycRhpgaxBRTMXyaXUeWsQ+H9n2JSak2Th5zMjh1DJlUMpqpOcitDQ08I9BFAbQAI0MZRwaXs2bS6jV80VZXOjcnF5B8tyB7UCGtaC5anZH6tW01vahe3bo11mHTGIKvI7MziZTkZTpfK58g5PLXJ1BoRXhFQ9qeOWTs7FZlrmklB4NMIlqfVgfKNjA8uR0dAiGScBGj9Fti9RL7Q+dcAt9kbl8tT48ogehuyMx+UTB2VNJYO9h9LkPjyi9S2A5xhkl2LigxNBQQTNAPNHCEs0ZlmSS5VYUNBal4Xfgov8ACCypANya8uPOOi+7MqEilQaagA+UJqYkDJNRTShFPh74aTJYyhswqT3Qbw07ChODgwmDAgwyRWBgoMAWgEGMELQUtEzs/YLEBp1VGoTR2HH7A8TfwpeBuhpDDAYCZObLLGlMzE0VQd7Nu+J3Viy7P2bKk0K9uZvmMLD/AFanu/rHtW+jpDyVKsqIuVRcIthwqTvP2jeJvA7LVe0123DcPxjJycuC9kMMJs8t2mqBrelf6c/+8Uzb+KriXIAojBVG7Kmh8amrftRquE2eJzZWNEpV/EaADmSByrEF7WsHIlSZFFrPmFiGPeWUlr8asbV4NFxikTdmdyMaeuWYxI7QNVLVA0tRgdPEQSTLLq1KVzKAtRUljSgBNToOPlBcG6B0MxM6Aiq5iuYV0zC45xYuhODriBNykiXUr3SAxVshatDroQNaRokF0XKV0VVMOsu+dVAruzHX31itSNg55wWYvZXvA6+Itz19OI0IzFC0BvoLVufE6seJ4xU8DiVee9NC2WtzYam+tdYeWajEeGGqaskX2aiqGCqFPZFAPogAe6lOUV/aexZNnVQuUioGlLXpyi84GTLDATScna04kGnlWkVzbQCMxHdjy8eZ67s9PJjjppod4PAUHYFuPH1190UTpzhsk5WpTMunirEH4g8iIv2wMUXw6Mb2Kk2+ixXz0EVz2h4cMiTBrLJB8VelD5EAecetJ2jyI7OigwaWhJpvpX3V+EL9SKa1NAbX1FaEeG/zg+yur6+V1xZZedc7L3lWt2FQa01pS9IzNAZEvOKCuYC/AjdT1p5DjbqEeUOMSElTzlIKZjQqaqUJKnKd4BBofsgxIYyUpsRcbx9x4RLED0O2+2DxaTlBYH5uYg1mS2Iqo+1WjDxUR6NwuLIGYGuU0Pipr/X0EebthbO/yqRUVUzpfl2wb+kbngsfkN7gqK/tUr7yPOkNDRd8NtBSLwqZgNwfAxVcJOvWJCdjHC07NOItX8+EBVErPmqlzvjDfbf0tWa/yOU1cpDTqaAr3Zdd5BJZuByjUGLt0v28cJhZmI1cAKmbe7WUU4C7EbwpjzpNmMzFmJLMSxJuSSakk8awCewmBEhsfZxnzAgsouzcF/E6CGMWTo3taVKXqpgKEmpfUNwrS6gDmNTCk3Wwki3YdAAABRVFFHACFS8JLMBAKkEHQg1B5GBqNSbRzGgE/EBVLMaACpMQf96k/wAKb/D/ADRHbc2v1jFACEW/AturQ87D8Yh8y8T6f1i0h0IFjpu4QtIa+kHqKUjgAv4Rd2ZjiS9LwkkhVY6Ma2rpQ3FONqQRmJ5boXRScp8vS3wETwihjisPlNR3T7jwhsYsa4S2Vh3reX5FYg5+GIYgdoA6jQxWOerYlqhAGHOBwUyc2WWtTqToqjizGyjnD/Zewi4DzTkQ3AHff9Ubh9o24VixpQKJaLlQaKK795OrNfU+VNIqU0hJDPZ+y5cm4o8z65HZU/YU/wC8RXgBErg8E8w1uBerHj98O8Dsr6Uw04L+NPhEygAFtBEaW92DlXATDYRZYygcydTzhY6QDGGm0sd1Ep5p+gOyOLtZB63PgDGiRAielWHkTGls7ZlOVqIWFdSKjeDbyih9N9t/LMZMmqT1YpLlg2pLQUFt1TVqcWMR840qxNWrWp1LE1rz1PlAbLwHXTUlqe9qeAAqfgaeUU6RUVfAyixdEpnz8uo0LN/ARf3RKbU2FKlSfmhV+0GJoAq1AUszHUnNpxApaK7svEmS4mAAkAih0qbXprDxfHuiskXF0zS8SxK94pmsosLnS33V9Io3ygyJ7KD3SN4NbAi6kjfxiK2njZk5881ix3V0HgBoBygjpVFZNQMrDxqaHzB9xh5sarcWOTXBoUvpUrIMwuOH3xB7b21nFN26KquIItcQXOWNzYfCOOPTJOzql1MpRos3R/byS16uYLFiQaAgV4w86QzFeQ4XhUU0te3pFKJg6TCNCRrv46x6EYJLY45buyz4NARLsPm5TC/1nsfv9Yq+IQKxXgaRK7Px57m86HjwiIxDVdq8THLGMoyaZ0ZJKUVQAJK0+rU+RIHxp6mJfBzOslD60uin9U9w+Xd8hEVhZgV1LXXRgNcps1PGhNPGHmCbqJ5Rz2amWx3FTow8NG5RoYEvsyvWIEYKxZQpbQNWoJ9I1HZmPWbcVHaMt1NijClmHgaGu8CMW2q7JMyCxQ1r47vz4xaZPSpZcuTPU1dj1c+V9dUUgPXcy1pXeCK+BFbAbHgD9B7V0PBtCD7uVBxMODLyntajjf4xC7A6QYbForSpisSAHQmjBhapXUc+e7WVxe0ZUpVGImIqkhVZ2Cmu5TU3pCLMu9sW0XmNKkKDlQda/iWqqW8AG/fjMaxdNrY8zZ057jNMdgGbNQVstdDQWtbSkR55AHkPvjBZd+C3jIrDYI5c5sN3HnATcPQcRWH0+YSKe7d5Hd+dIbYlt2lAKjxN/vik29yaQngcZNkmstjTeuoPMfeIlMftt50sKFyj6YBrXhyXwiHLkQb5TvhvcqKQDE6fmkEyQt1ynwJ/OkJ1HEe+ApoL1sdCSQumsN7GaFAp0iQw7qigtuNvHkN8NJPeHOCTO+3OkTp1bA3Q9Sc04lANVagFNwqCTuFQBuAzQ9wmBSXc0mP6ovIHvnxNuAOsKYAUw6kWLTGDEfSCgFQeNKmnOFJW7kPugbrZEpXuw5Y6tck1N7nzrExsDDZiZjCw7IB3nefzxiG/rFn2N+gT9r4mFBWwk6Q8Y1jkMBXswMnfzjQgLMeKr00xeZ1kDSXRn8ZjCw/ZU/xmLXh++OcZ9tA1nTSb/Ozf/saLiIgtov2svDXmf6U98SvQ2blxBBp2pbDduKt5d2IOce036x+MKYNiHFODD1U1hSWpUaQemSZP7d2oZz27gstPpfaPHw4RFmAOsA8dMYqKpESk5O2FmXEIJMKmoP8AXmIM8JtCluC2FjiPsDyMIvMr4eAhIwJjFRSZbk2HrAiE4NGhFCkLTVDDNvNm57j5/jCAh1ssVmqDoWQEbiMw1hT4GvQaNIbLmpYEAmhpU1oCdKmht4HhCuIOaWj71+bby/RnzXs/+nCuFmH5PPFTQmSSK2JDPS3hU+phvhz2Jo+yp8xMUV959YzYx9jV62Qk0d6XSXM5fQPp98RMTGwO7PG7qSabrG3xPrEMYADCDgliASTUgXvraExDvY4+eTz/AN0wAWKWRoaQEySCY6aLH9aCKY4JR0vY6ovUhu2FJ0pDZlzWI/PhEqu+GhFxFxkxOCI98ORcCo+EN3XwiYY2hvOHzh8o1UyXCiNHCOp4Q6mi8JUi7smj/9k=)
![Resultado de imagen para simulador de 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)
![Resultado de imagen para simulador de 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)
![Resultado de imagen para simulador de 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)
Un simulador es un aparato, por lo general informático, que permite la reproducción de un sistema. Los simuladores reproducen sensaciones y experiencias que en la realidad pueden llegar a suceder.
tipos de simuladores
- Simulador de carreras: es el tipo de simulador más popular; se puede conducir un automóvil, motocicleta, camión, etc. Ejemplos: rFactor, GTR, GT Legends, Toca Racer.
- Simulador de vuelo o de aviones: permite dominar el mundo de la aviación y pilotar aviones, helicópteros... Ejemplos: Microsoft Flight Simulator, X-Plane.
- Simulador de vuelo de combate: es como el tipo anterior de simulador, pero especializado en el ámbito militar. Ejemplos: Rise of Flight, IL-2 Sturmovik, Lock On: Modern Air Combat, Digital Combat Simulator.
- Simulador de trenes: permite controlar un tren. Ejemplos: Microsoft Train Simulator, Trainz, BVE Trainsim.
- Simulador de vida o de dinámica familiar: permite controlar una persona y su vida. Ejemplo: Los Sims.
tipos de simuladores de red
NETWORK SIMULATOR 2 (NS-2)
NS-2 es un software de carácter libre implementado para la simulación de redes basado en eventos discretos, tiene la capacidad de simular tanto protocolos unicast como multicast, también tiene una gran variedad de protocolos tanto en redes estructuras como en redes wireless.
CISCO PACKET TRACER
Software libre implementado para la simulación de redes tanto estructuradas como wireless, fue desarrollado por Cisco Systems, antes de llamarse Cisco Packet Tracer se conocía con el nombre de Routerswork.
Packet Tracer es un simulador que permite la realización y diseño de redes, así como la detección y corrección de errores en sistemas de comunicaciones. es una herramienta muy útil para el proceso de aprendizaje del funcionamiento y configuración de redes.
ESTÁNDAR ISO/IEC 9126-1
El estándar ISO/IEC 9126 proviene del estándar creado en 1977 por MaCall y un grupo de colaboradores quienes lo realizaron en base a tres tipos de características de calidad.
- Factores (especificar): Describe la visión externa del software, como es visto por los usuarios.
- Criterios (construir): Describe la visión interna del software, como es visto por el desarrollador.
- Métricas (controlar): Se define y se usa para proveer una escala y método para la medida.
NEST (Network Simulator Tesbed)
Simulador desarrollado por la Universidad de Columbia fue implementado en lenguaje C para plataformas UNIX, que cuenta con la posibilidad de que el usuario puede ejecutar sus propios comandos en dicho lenguaje, provee al usuario una simulación de redes distribuidas y protocolos básicos, posee una interfaz grafica para el mejor análisis del resultado de la simulación.
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