Name Plate pada Generator Set (Genset)
Name Plate
Kita ambil contoh adalah Name Plate pada Gambar diatas,
•Model: HT-500 D
-Brand: HT (HARTECH)
-500 D: Genset Capacity 500 kVA, dengan Engine D (Daewoo/Doosan)
•Engine Type: P 180 LE (General Engine Data)
•Generator: MP-400-4A
-Brand: MARATHON, Maks. 400V (L-L), dan 231V (L-N), dengan Pole (jumlah kawat): 4.
#Sistem sambungan WYE (Y / Star / Bintang)
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)
•Output: 500 kVA
•Voltage: 220 / 380
•Current: 760 Amp
•Pf / Phase: 0.8 / 3
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYEAAAB/CAIAAACG1OmuAAAgAElEQVR4nO2db0wbZ77v5/2dN/PSL5AiWZb8whLiWrwAoVzzAkRkCVeJEEqDRiRKBdFu5ORU0JO9x01vS3LUTnX2mj09Tre1trGye+huRunG5dbpDdni5EC3mZSxiC87pJjFkKHYGOMdHBvGfp77Ymbs8R/+j8GQ5yMrCvb4mWfseb5+/v2+PwwiEAjE4YEddgUQCMRrDdIgBAJxmCANQiAQhwnSIAQCcZggDUIgEIcJ0iAEAnGYIA1CIBCHCdIgBAJxmCANQiAQhwnSIAQCcZgcbw0CYnRmOpqGEIjCqiCCXb49HZ2eie76XQgEYhdsoUEZgfvuHk3TNH3P95gNrYganRII3KN73zB8Wv47FfLfexxKVaCpgwVv78nz9ByAL709TT3el7kXUqHH94bZqHzOjMB9d+8RJ8h/ilH2wT1/KAVCQ2cbe70LSIQQiMqxhQYJDGXBzdYukiQ7LHqstpP6C69Fp0BkKD2G4TY3twEghJCnSayH5ncqcdk577Xzv/avZLY9EswNndXZvUsihGGaNJN0OF8I527FOtxcCkII4c8+ey1GvO2LZZQ/zY3OiXUoLnnturNDc0iEEIiKsY0G6SlGhBDCjRXW3W2ov+QNAwihmAgHf2QYRu4ciVHu2bQyZklHuQAXTUMoCuEgwzAMOxsvVC6RofT4Cf0J03l6DsC8BonR6WdcVJaiXJkl55q6Y6/BTlO+vwbCAoBAFOaDDMMwgVB8o7D+63NDF4humgdQpUFAjM+ygbCQnnA2mrqlCqz5HTUYhjU4/DEo/2kZGI9DCEHIY8MvDM2t7/+DRiAQZdmhBkEIEwzVgtk8ocwsfcGst5whu6xmvOGq72V2ydtLyI0WJscGTPX9Iwtz9C8NeksH+abVXGO8+s2SSoVEhtLrHX/w9BANH44nMooGpZa8dsJ0czwJIATJ8Zsm3bWRlZ+KziVy7jYcwzAMw3BD/8PlubsXDEZLR1eX1Ywb3/EtqTtTP/vsdXVONgNhToOAwAy2m5qv/yUC4uMDFl3/SALCTNDVVNvbf8lcSz1NQ5BmqFrdtZFEVqlrrd33s7YfOgKByLFzDRJ5ugfTU4wozL9YTAEI4VrQdRrv8UbAou+K2TQwlsxpR2JDmJ/lU1kIwUbwVgt+2RvJD51EhtLrKSbxzNlisrmDG0o/CMR8V3SSlikCAUrOJQ/l5LEbEBZe8EkAIdyYdLXUqWZ8IMxOuVtNyvgrTJPmrs/vubsbm9/9lhcBhNnEyDVdzXX/WirkOafr90177USrm8umOHcHYffF5FLCNGlqdU9ltfvEEQiEmp1r0EZ46DxW52QzQIywX7sHKepDB9mAkTQPswn/e0bje/5EbHyg2TQwloQQikvs1184KYpykObC6R5Zg8RMbORfjIar3qd/UOaDlv2Ok0bHaCI5NmBqHhiPQ1h6rgINgjAdYYfdToqifkWajeoZH+k0Kg3SYxiGNQ6y60qXLOazEzZXMOSzn+ym57Ihjw0755mZprsb5DGa8kbVh4BAIDRmxxoEFn1X6nT9I4nkM2dLI0n9cWT8ex91WtIFeQj21V1FOxKs87SRpO6OjDE+ylpegyAUfxrqrm0gz7XJB0jdqHe+Gv7AJA3Kyp1LpUEgyQ62GLupuw/HmWHKWlugQZlJV5NRpUF1Zz6krhjre+mQckVzdHdt68f/dq2mw82lYHbK3Vrb/cn/vkyc84SUNTsYpkljk2ty+wlwBAKxJ7bRoBMO3zzP8+Ep/+23LUSn67kAeZrEznlCaShGxql2WYOgwDqtuF5/ouFjJgkgDNNkrc3zAsCNlfGPmzfTIAiSzMcNGIblDlifcDbW6PX6BuqHJIRlz5Xl3K3Y+aFwOp1K8nQPZvOEABBXxqhmU4EGwZfeHlPhfNDsythHzUTHIBsHEEKYDnnO4Xr9iVqKSQPpEjAMw1rdXG7olWGddaaCIR4CgdCULTRojXW2YTI6c8e7d5ifRQjhxou7l5oI86kzlsY2axMhaxDYCN5qwYhG58Q6hBAmZ+5erSfM1jPN5rZTFmIzDYIQRMduWPH8hNFa0HUaw6xOVoCbnSsVcLWfwDAM77m/MHP3Ur3ebLVZzC1WS12hBqU4dwdetC4GVidvdema/+2pkIWynGHSzLTcC8tfAoQQAp7uxnNL+AgEQnu22icNUvFFnud5fjFeuINQFHhuMhhOiKKwrLwE5obO4qddwTXVQdOB4LwgbgjLqwXvF4VoVBDL/7k+N3QBb7kV3AD5YkrPlYpMB6bCggghEAWeC0yFhQ1RiMVTBXPHWc7dSkj7g7KpeFR+VRSii/mC4ouL+ZODVHxxSVWIuCRPVG/zISIQiD2jVaxGesbThe+/uWanPW8YNVuHAnP0+abz9F73GO7z7QgEYgdopUFrIf/wI251v801FfLf+44TtJoCBmL0RSAs7FWDhHDgBYoXQyAqyvGOWUUgENUO0iAEAnGYIA1CIBCHCdIgBAJxmCANqgx9fbC+Hk5MHHY9EIhqB2lQZbh4EWIYxDDY1wdjse2PRyBeV5AGVYZYDP7mN7IM1ddDmj7sCiEQVQrSoEoyPw/7+mQlungRctxhVwhRETiOoysAtwMO+9I1YHMNun0b9vWhhwaP+npZhjAM/uY38NWrA/x+ERXn1atXT5486SvBZrNhleewr14DNr+G3IwGemj7ePDgAL9fRMWhabqMFgiTQ/9y1mxou3InsNd9+hUrrcrYXIN6e+U243DAv/4VclzFHw8eQIfjIE50kI/bt/Pqg+anjyNSr6f4WeEnJrAoLD/or9lFvoZN0ba0KmNzDXryBNpsBYOISrcfmoYYdnwmTWKx/GSQzXZ8rgtRCIZh9GZrDomRfp12qqFtaVXDduNJtRJJ6zuVm8549UoWu2PAgwcFH9rxRBTiaztuEKIQXSoyVzkGcByHYdhE2Y1gYIWhut70TGmTlUXb0qqJnc1p0XR+YnWfSpSZcreZN3UmlCZxjwHSx1XUeezrgzdu7Km4SuWbhGCVe/RnmqZp+ivf+E/xXZkERLw9REG2gsKSfx7/3eDvxn8GEEKwOHr9FI5heJubq0Zb3HSE/fZL96fuL79lpBQJO0TkP/rVuxiGRQIP7tE0Td/zjjBKjqnV5+5Ltmvf8rtUXZDiA4/+7HE5XZ77fi6mfNF7LO1IsON59VevyijRHiiwmi/h9m1os+2l2GojFoPz88VPSh/dXqhUvkkoMpReZ7a+SZJnLHrCcH5oZmPHxZYmp8zOeq9dpvwR5f+XrnlnsxDCiLcHP+0Kru6m33RgiEu+d4z6dvvAhwN9nea2XXhgZTm3Aav9H51dyrfT1WEx4M0fPOTTIus04wZLRxdJXnD4FnZYIIh8d7PdpG9+y/HRRwN9nWai6dLdFxsQ7q20o8Ium0SREtls8MmTXbxdTIQDv7fX1Fipb4LhRJnbUZoSOq7sT4MqkW8Sigylt1CMoLjxtjnZNQghBEk++CPD/BjM9wtKCslr0EY8NBkIL0em/mCvqbFSw0wgLADl7GKUe0BZsdOUj+GiaVh1hGlSf2JgPA0hhNl0an0rDQZCOMAwciZOkad7/9vJj7969l/5b2dj0tVyosk1mRGFKC9RZgSa4YYuX/POFT+97Hc0EWe/+FtSeiH90ttnJC7RLzfglqUddfbUJF69Klju2ZkSASHg7q7D68x1OK431+nxpl5PyULjxATEsGO7eKSNBkEN802WaFCHm0tBsOi/ecZgtnaRZywG6/XRRQDTZQqRNSgtsJ+0E6euP/q/n7XVyLtWDL8aWZmV80rODZ2V01LWtLmnqm8oFh8fsODN1+/nBz55sjOeN4jOvKH4ysN+A47JqXejI/0Njc6J9YJvZ0fJoAos1XOs+R01hQk11/yOGuOxT6mwj06HOhxh+6WfVYZq0/XeW0g9pfR6kp4V2E/aiTOu52sFR3EcxLAyo5jjgWYapFm+yYKxmOFkrycgALDODjbq+nyxDISZmK9P1+QKZjJlCuFpEjv/+Te/7TZa3304L8LSnG5m+f+lo7ZqAggBT28Tjhmt/V+M8wU9NRB58u/vDj4Mq55cV7KEp59StVImKyUDTZhj/g/VQbQMjG/2I5oRwpMMw3zvsdfU2D3fMwwznTfq5GkSk34PFLaeuDgu7HvgU6REfX3llSiX7Sv3sRbk/1KQlpOOK5ppkGb5JqHIUHoTSf3+7m1Hu856YywKZIGzdJAkSZJdVjMuZb4uLYSnSQzD1JlIjqYGQQihGONG/zDQWYs3fzS2snVfTWCdVsLuW+bcrXJOcIGhLBiGYRiub/6F0/di822EKc7diau3OeNdnhlF4JAG7Qv1XpiySpRhnXWGEg2qLe5nSpNNxxWtNEi7fJOqsdha0HUat7m5DZGne7AGB/0DIxMIC6BcITxNYp0fOi8bDXZ6LqWUdjQ1CEIIIQgPdRapQLmjkuM3Tbqrn//2oq7XuwRgyS/E9pQfiyXHBkyGs0OhnIKBuaGzuDKyPr5o2unguAIlunFDNbOzylBtROenE5ExSq8n7069fPBegzTfpubGjWOyNl+W/WlQJfJNqjRIuuPbKGZ1nR1sJN6689MagBCKK7OhZbFsIbKy8GM3rET7J6yQgdkpd6uxc2gWpFNpcEQ0KBv2/+lRMJqSL03dMYEQCFPDd/7MRgtrnhwbMJ3Q642KXmikQTDBOt/A6/+Z5mIizKaik3S/Bbe5uZ2vVB5NKjDwKVIiZY+MMupWMJyjRheKv4WLF5EGlaNS+SbVGgTBgre31ugYTYDV5+63DJjObGnUY7p6x19WyhaiKAsQ2Fuddc3U9wIUnrs6cQzD8MveSOiIaNDs/V8ot2XJOkkm6GrKrRXmiY8PWDAsl/xy1xoEouzwI650yAaEyS/fsemVL7rOXGtov/4ls5A61ipUsckXjiuIepWUCKTif/f219S0u56ulC4xSvukj+2u4v1oUMXyTUJRiC4L8rQoEIVlpXxR4KdZJsDNryjHlxQCUvGfpaNVbwSp6PRkMJwQ1Xkl80dWJ9LFBmdXSuq4Sc1BKr6Y/yaAKCyrs3butzKR2aD0yW+8HHNdqsdPvOGZPm4L8ioqPAFcGurxj//adJpNWpg/xnFV+9Cg3aBRvklEVZBN8dPT1bivSjMOZBGqQIn+e+x//c+x/xctc5hktXOMOSAN0ijfJAJxIBzgQviTJ1uFekg7g47xQAwemAYhEEeJg20SW4R6SJ2g4+0xiDQIgSjhMJpEqRL9538e/04QhPJyIQKBUHF4TaJIiXQ6+P33h1aZg0HSoGM86Y5A7J7D/lneYajH8eAgNCgdnZ6JimCXBmPbIUanp6NVub0HceQ5bA2SeE2UqPIaBJa8vTWX6JcbxQZjIMIO3y9YLAMRdvhbZQcwEHnma/pB8Ybg3LFzQ2d1du8SUiGE9lSHBkmUKtExM/GouAatzw1dkIOYircmR0f6zYQc3wQhhFnO3Sp7UEApvAPDdC2uyY1y5UKw4O1tVIcyIRBaUU0aJLFJqMdxoNIaBEJDZ+u76TkASw3GVhP+94xEri+T4twd+NmhOUlUkmMDpuZf2juIxkF2Ped/NhUWVhXLrnTIcy5/PAKhHdWnQRLHUokqrUExn51QgpuKDMZGF0FybMBU2+tdABDC7JS7te68pFZSIHjjIDt/v5ewOlkpajxMk8Y6S5MBw6RQWJGh9MTbvlj1eZAhjjjVqkESRUpU0aweB0CFNSjLuVtz469SgzEYHx+wSMOxLOduzfeJFD9AsODtrZUth2CYJvVE52eTQiYjZpSOVUfeURCB0Ijq1iCJiYmDyy9UUSqsQSJD6Qs0qNBgDIIk83EDYfcuCZy7Iz83lBjp1510+KZ5fn7S8xZhujkuO36YC8L6Sh22EAgtOAoaJHGQmc4qRIU1KBN0NRVoUKHBGJR8SOt6v/J93tpwxbcoxccvee1EQQZzc/9IdBMNsrmCyQpVHvHacnQ0SEKtRLvN6nHoVHo+KOLtwYvmg1QGYxDKPqRmc61sQioteNWp+krRkX6z7oovBoo1KMM66/DNs4khEHvlqGmQxH7yCx0ildag7JS7tbZoXUxlMAYVezPc6BhNQAhlp6HcPDSEkh018bYvNluoQSJP9yI/EEQlOJoaBMsFnZXNt1tVVHx/UCo/0VPWYAxK7luqHFWiEC1yRZPfqHIgg1J3ydzqnkIShNCcI6tBEkVKVOUbrA9gn/RL+nxNiUt3tRaLQMAjr0ESRTkXq1aJpF3glY4X46bCgsazNkAIBzgUL4aoCMdCgySqP9RDymRd/WNGBOIAOUYaJFGkRFW1wVrSoGNvk4RA7IZjp0ESRTkXq0SJkAYhECUcUw2SKAr1uH37kLc1Ig1CIEo41hokoVaiw91gjTQIgSjhNdAgCXXOxcNSIqRBiEMnZ4kprsX3k5dRO2vN10aDJIqCzg54gzXSoColHWG//dL9qfvLbxk+uY1FEljlHv2Zpmma/srnZ0NxDfdM7aYae0Rc8tprztMvQSbivUz0eCPKCyDKDt/7jlPt6gBRdniYjUr1EHnm63vDbCRXKw2tNV8zDZI4rKAzpEHViLjke8eob7cPfDjQ12lu2y4eRWQovc5sfZMkuzosBsxwjhpd0KI7sMtq7A0QGjrb2OtdAFDk6R7JGUomMdKvM8n2UhAWutyBdXawEcOwllvBDeV17aw1X0sNklDnXDwYJUIaVI2EaVJ/YmA8DSGE2XRqfZtGJTKUXvEwEZdZ91sGw1UvvwEhEIX5IMMwTCAU34AQiNHpZ7mNnWKUezYdFQEUE+HgjwzDsKGVQuUqXw2Q4oMMwzBTvBw3I+1BTcVDAflJcSXEMkwgLEhxOfmTAjH6Qn5aAcwNnSV6aV6Eag0SV0Ls87Cw5Hc05R1dslPuVpMiMfHxgZaGX/7yHKEOLdTMWvM11iB44KEeSIOqkfj4gAVvvn6fi5V2Z7IznjeIzgLnNrUGQQjTT6naEzbPi8zc3QsGo6Wjq8tqxo3v+JZSS167YsYEkuM3TbprIys/0RfMessZsstqxhuu+l6q2m+ZaoDIdzfb68zWN8kOi6H5xmhEVPwtT9ZbbFZzjYF879f2U/VWm0Wvb3cFUgW9G4GhLAU9HZiJ+d4m6pxsBuY1CMTZwQ6i+cZoZD05ftOkONtlOXcroUTnJMcGTO1OdqrQYkEza83XW4MkDkyJkAZVJUAIeHqbcMxo7f9inE8XvBR58u/vDj4Mq54s0iAYpkm9nmJEYeGFNImzMelqqevxvgQx3xWdZWA8LumLrn8kAYT5F4spACFcC7pO46rpmHLVEFinVXfFFwMQgkXflfom12QGhmnSWP/O13OpLAh5bJih8xYrgEzM16fTU4y4tQalOHeH8ozI0z1Y161v3G8Zmz94KF113u1XFfwMs4mRa7rGQXZdVKkqhFAza02kQQqlSjQ/r/EpkAZVLWKMG/3DQGct3vzR2MqWP+xFGgRmhzr1dU42A9MRdtjtpCjqV6TZSNJhCJf9jpNGx2giOTZgah4Yj0MIxAj7tXuQoj50kA2FAlFajRBNGvSWMyRJkuSbVrNO1z+SUHvLqZwtRYbSb69B6mdEnu7BMAzD1MOrVYZqI3q9S5kpd6tZmRuKjvTXmxzf/J3n+UlPNyGpKiyqwH5AGlRIRUM9kAZVNyA81LltoyrUIBDzXdGZ+0ciSXawxdhN3X04zgxT1lqSDitDsHe+Gv7AJHUfks+cLY0k9ceR8e991OkyGlRQjSBNGhscd39gZAJhAexLg5JBl61Ag86877zSaOil50R59mmdHWwk7F9952rV9UmDLLDk7S302dT1j0jmU1pZayINKoe2SvTggfz2Ig2amKjS+P7XimzY/6dHwWgKwI2V8Y+b8S7PTH7kBYSp4Tt/Lkj9KDKUvtHh+4nn+TA3evtKC9H+6fPUBk/3YDZPCABxZYxqNskysT7hbKzR6/UN1A9JKDXac55QGoqRcaq9QCDKVGOZdVqJ7t//lMpCCMT4XCiahttoUCbme5swve9PZMTIY6r9RNF8UMR7GS+aD1p5fKPZ1D7IyHPX6xPORr3ZbFSERlzy2lUZn7KJkWs6RZ60stZEGrQ5RUq0t1CP+XmIYfDiRQghnJjIa5D0/74+jeuM2C3Z2fu/aMKln3i8qdcTUK8kZYKuJkyxx5WfYp118uEYXt/h+D0TSUMINmbuXqrXm602i7nFaqlTLCjXgq7T+fHOxou7l5oI86kzlsY2axNRoEFlqgGEgLu7DsPrLCcNGN7sGI0UaFDE24MXaRAEiR8GbUYMwzB9ew95sqirleXcrXjRulhGmPysU9dOPV1RVbjJ4V+GUFrLN6rnoWFi1GGss/t+1tBaE2nQduwz1CMWk+eYHjyAHAcxDN64ASGUNyg9eFChWiN2gyjw0ywTnF1JFS805+0oc2RT8SWe53leZUcJIYRAFHguMBUWNkQhpry0Pjd0AVdvqxEFnpsMhhOiKCwXFVy2GqLAcwGG5eblg9X+lqIQXRakYZQoRKPyrmeQikwHpsKCWK7u+Yke1auiEM1fC0jFF/PWmgUvKZcfjaeyGlprIg3aGftRImkIVl+f7/tIz9hslawxogrITnveMFaTB+7GS/pSzXn65b439WhorYk0aDcUKdEW2xrV80evXsm9HunfixflnhGaDDr2pEL+wgCIw0eMckU7F/eEhtaaSIN2jzrn4mYbrG02aLPl+0pSD0j9QDNBCASEEGnQ3tk66Ezq6aiX4dVORhhWFZ5qCEQVgDRof6iV6OLF/PDqyRP5ydxGR2mBLLfEhkAgIIRIg7ShbKiH1PFRj7mk5B/19UcvSzUCUTGQBmlEaahHriuUW4B/9UpeU0MgDpl0dHomKgIIRSG+tsupZSBGZ6aj6e0P3BkaaBAQuEf3aJqm6Xs+PzsbF7VzXxKX2Ad/dLvcXz74kU9VzfrmFhQpkfQfdccHrYVVH/kb2PuIKbbU2PJ4jW/4jMB9d+9rhlciJ1Khx/f8of2GhJYDLHl7pZX1iLeHUO91Xgv5vXmvMrDKPRp+xK0qf0bYYa8/FJsbuqDLuXzsGw00SGQoPW62dpEkecaiJwydvx7ltdBI8NJ3tVFvvTxAfdDX0dRWRZsstqMo52JuXyKiKsnfwB0WPX7q3YfzW8tQpW54KcILO2FzBzcghKU2Y9uQnvO+f57yr2x/5HpeRHiaxHpoPnfFKc7dgeV2P8d8dgIj7D55ASXmsxNWJyuAJW+v7sLQ3HrZ0neLRhqkpxgRQgjElWfubrPh0n0eQAhFIRxkGIaRfyvSUS7AyV24nNlSkfOTCp4msaaB8VUIIQTrqbT0qWRT/BTDMEyQl7dySvsdJCenIJ8CQIzP5k2dtnN10pInT2BfH+zry/eD1A/UA6pWVDfwWtB1GmtyBbeNnK/EDQ8FhrLgev0J2bgnp0E7KQeI0cAduxmzUj5mMixkSiqjAoSGztZ303MAqjVoIx6aDIT/kWYHG+V4DrDmv16DYVjNdf8akP+Ugm/BC4+tVhMTRai1BkEIQZqharFznlBijv6lQW/pIN+0mmuMV79Zyi54e2tNA2NJCHOOKivFzk+qX6Dk2IDpRLPjz1z+qxIjfqrdUG/t6uqw1DVf/0tEFvJai6XRcuaUGa8jB/7V3txkPWPR452u5wLcxtVJU3Ke+epHfb0sTGgtrFpR3cAiT/dg+ZsZQpie8XQRbW4uU/Z4qOUNDwWGsug/uO3prm24MZYAOZuxnZTzD87dqYSxNfSPhIsro1aLmM9OKEFwsgalBfaTduLU9dFFkBwbMNX3j0QhTAZdb9T+U98lXQvFJCBMMFSLEssqMJQl3z/aH5prUC6cd1WYn+VTWQjBRvBWC37ZG0nHfH062cRAvk5Q4vykKjgjPL/TW6/D9LZ+9xgvArg+4Wysv+JbBLJngs0VTEqne+frUAqkQ55zGNF1a3IVgEXflTo9xYgHqUGvXkGOgxyH9v4cLUSG0p9w+ObnOMZLdZjqB8ZU5h1iZOyzdz/8NpwtPL4iN7zAUBY99UOCHWwh3nRziVxY6c7KUd/emZLK5EU0y7lbc+Mvniax859/89tuo1UZhEZH+s01Dv8aeOGxNfU//FGOC8tOuVvr7b6fpc+Ap3swLQJWYSU0CISHOqVQY3GJ/foLJ0VRDtIsXXNi1GE86fBHk+M3ZUeVMs5PaoAY50b/c6DTcKL5xuMVniYxg6WjiyRJsstqxs39I1FVZ1L9IyZ9nQerQYijichQeqkDoW/tdT6Y2S60omI3vHLTgqWRd5oMl+4+vavcujsqp/D2Lq1MwfWqNQjDMEIVHJ+J+d4mmlzBqM+u66X5tZDnHGbzzCzQ3bIXNSzXYdw7mmtQJubr0+mujSRWWOdpI0ndHRljfJRVvmapJzk0PNBsGhhLQlDO+amUjfDQeUxPMWGaxFoc9Jhi6jQZFjJIgxD7pLhfs7vjNbzhczctEOe+7CaaSLJFuV13Uo769k6Uq4xMJuhqKtCgzg+dl40GOz0nL8EBnu7GT3/svFrT6uaykuPHhU/+4xeEzaPMAIk83bPtxNkO0UiDTjh88zzPz3H+L65YTO2uQAqGabLW5nkhezLJ1wzW2cFG/IT+xCmKWZWvpNT5CUIIYTb8+E8jwWgqKxk+4W94ZlITzsba7jt/SwEI4UZ89u9REWynQVu7OiEQW2tQRuAe3PnTj1FQeHwFbnjVTQslW1UMw5TbdSflpDh3B9Y5FAbrqfRsucooRLw9eNF8ED92w0q0f8JKfUDwwmPT6/UnaqmnaSgZmxEYplMZAKyxzrYiP+w9o4EGZVhnneLziJvPOu48jYgAwuTM3av1hNl6ptncdspCKJ/CxqSrRYfJzmybOT9BCGF27qtf1OsUr6jLnuerAGaE5190G3DcfPKkHsfr3x9dUfeDMhHvZbxYg7ZxdUIgttSgZNBlw2TvQZkK3fCFGmjzSCoAAAfDSURBVATByuMbzTX5dr59OSD1/NN2HMMwY493unxlJLJT7tbaonUxILC3Ouuaqe8FCGU5w8z9I1EIodQLK3CeBnN0d61WniRa7JMGqfgiz/M8v1jkmCQK/HQgOC+IG8LyqvwSCA2dNbW4JpW1rrLOT6oCuAAT/PtK/nkgCjzHPmO5BflgtVNT3skJiMKyYuq0pasTAqEyACulzD1TqRu+4KYt/nNH5WRT0Z8CwXlB2gBdWhkZVdqM/OUBUVjOXRBIxRd5xSCt2NhMMpnWIKOGxEHHamRnPG/gmtUegahytLrhtW04+3Mg08wITeKANQikQo/vPeIqtk0QgagqtLrhNW84Ur7WvU0pZ4TwFFdV8WIIBAKxZ5AGIRCIwwRpEAKBOEyQBiEQiMPkYDVIjE5PR0UIobgW33QxdDflIBAINbtoWQWL8Qr78TbbolZbNdiD1CBxyWuvOU+/BJmI9zKh2mQJouxwYQoUEGWHh1llc2qaZ76h839CMDd0Vmf3LiEVQmgESPKBv9z3uD523bnv53ZiS1ZZJzO54O9niv09tnlvUcsqAkTGf/fxnfGICKEYGb3RjGMY3qle79/U2wxE2OH7eTMz+ZlvlSzYxS20+LxbNtgD1CAQGjrb2OtdAKXmTImRfp1JSv8IIZT2UOFnh+byObAJDDvtCiopd8GCt7dRK/sSxOsOWPTfPKPXt/Y4/pUa+KcOs77+0t2ZjW1uroo6meFmaxfZ1WExYIZLQzPJHb+3jO1Zds577fyv/SsZ5f/ve+fSEL709tS1uAJJYVXIq+cW3mbRkX4zofJOlILIZBuz0hZaxJYN9uA0CMwNnSWKcl1DKK6E2OdhYcnvaMpfYXbK3WpSagyS4zdNDRft52pVob3pkOdcXqQQiL2TTfjfMxLd7r8ppncvvVeMpvP0NjfX/pzMIBQT4eCPDMOwxe6xqoiNjUlXS00uUASk+CDDMMxU3te4uJCSlrXy89Qdew12mvL9NRAWgBjlnk1HxXSU81FWo5UaZtR5CrfyNltN+N8zErm+jLqXUL6FRrmpsLAaDjAMFxW3bLAHpkGZmO9tQv44c+ZMcXawg2i+MRpZT47fNClXmOXcrURuE2d8fKCl0fnDvNdOyMEyEEp3APG2L1ZNGSwRR5KY39FQaMcV8zsaCgMyNXYyS2Rn6QtmveUM2WU14w1Xfeotx0UapJfCskDku5vtdWbrm2SHxdB8YzQiwjKFFLesR9/9R5vsbIYb+h+uSMrykhs6K7uV4OqL2t7brFYerGSn3K11ikyXbaFhmjTWWZoMStjtFg32wDQoxbk7lF6iyNM9WNetb9xvGZs/eCj1YPNXqApmgdIwTbGwJSwD43G5PJ4mMRTzgdg/YZosClkt9XjR2MkMAmH+xWIKQMk9tlDv1GOx2vreO8+FDIQC67TqrvhiAEKw6LtS3+SazJQppEzLKnELkv4fpklzkVXOdt5m8fEBi9Qws5y7NdcnKt9CwzSpJzo/mxQyGTGjdKzKN9gD0yD19yrydA+GYQWRuHCVodqIXu9SZsrdalbmhrKJkWs607u+v/M8P+HpNim/J7mvXCh3LgRi5+xEg8qwPyczIEbYr92DFPWhg2woPJfAUBYdSf3prtvRXtt84/EKkCpp0FvOkCRJkm9azTpd/0iiTCFlWtbONWg7bzOQZD5uIOzeJUHVS9ishZaUv3mDPTANSgZdtgINOvO+80qjoZeeUzKZrLODjYT9q+9crbo+uc8GFry9JkyN7tpIIqtcks0V3Pl0HQJRlvj4gKVgqgKEhs4a8r92m7APJzMIk8+cLY0k9ceR8e991OlSDZKczDaCt1rwN91cUhraNDju/qDY9wXCAihTSJmWtXMN2tbbDK5POBvrer/yfd7aIFkqb95Cy2pQ+QZ7cPNBEe9lvGg+aOXxjWZT+yAj5Ne/9GazUfHNliwCVH2lxEi/rk66+AzrrCt0yUUg9gRIsoMtuKWfDsZFAFJLQfqf6+WWn0NbJzOpQZ7zhNKSP98mGiSpobGB+iEJBdZpJbp//1MqCyEQ43OhaLpcIWVaVpZzt2Lnh8LpdGodbKlB23ubSdUwm2uVrsDmLbS4/C0a7MGti2U5dytetC6WESY/69S1U0+lnEhrQddpDGty+JchhNJKIa6ah4Zw2e9oIuy+GBR5uhfXyFIb8boDVoNf/sqqVyZv68x1htPvfvlUlVZTWyczCDde3L3URJhPnbE0tlmbiM00CIpLXjthfM+fyAIh4O6uw/A6y0kDhjc7RiPlCinXslIBV/sJDMPwHm9kaw3a3tsMbARvtWC40TGagHDLFlpU/lYN9gD3B2XzEz0qXyhRiC7lnJwKrZLK7OOU3wgWZK//g6s94ngDRGEpFJxguYV4KsmPfdpTr8Pf8Mwod5jWTmaSP99kMJwQRWG5oIBC6zJRiC7mLfp4LsCw3Hzu+JJCyrasnIef6uVsKh4ttgzcgbcZBKn4Yq7Bbt5Ci8rfssEe5D5pzayP9ufAhEBsD0jxU9rFAx0V674Ktaytiz3oeDFOizynQAgHOBQvhjgqHCHrvv14m23K1g0Wxc0jEIjDBGkQAoE4TJAGIRCIwwRpEAKBOEyQBiEQiMMEaRACgThMkAYhEIjDBGkQAoE4TJAGIRCIw+T/A+SmAIdPBNDgAAAAAElFTkSuQmCC)
Kita ambil contoh adalah Name Plate pada Gambar diatas,
•Model: HT-500 D
-Brand: HT (HARTECH)
-500 D: Genset Capacity 500 kVA, dengan Engine D (Daewoo/Doosan)
•Engine Type: P 180 LE (General Engine Data)
•Generator: MP-400-4A
-Brand: MARATHON, Maks. 400V (L-L), dan 231V (L-N), dengan Pole (jumlah kawat): 4.
#Sistem sambungan WYE (Y / Star / Bintang)
•Output: 500 kVA
•Voltage: 220 / 380
•Current: 760 Amp
•Pf / Phase: 0.8 / 3
#Keterangan:
-Output: 500 kVA adalah Daya Semu (Apparent Power), dengan satuan kVA (kiloVoltAmpere).
Rumus untuk Daya Nyata (Real Power), dengan satuan kW (kiloWatts)
P (Daya Nyata) = S (Daya Semu) x cos ф (Faktor Daya)
P = 500 x 0.8
P = 400 kW
-Voltage: 220 / 380 (Silahkan lihat Gambar "Sistem sambungan WYE")
L1-N : 220V L1-L2 : 380V
L2-N : 220V L2-L3 : 380V
L3-N : 220V L1-L3 : 380V
-Current: 760 Amp
Rumus untuk Ampere Total:
I = P (Daya Nyata) x 1000
E x Pf (Faktor Daya) x √3
I = 400 x 1000
380 x 0.8 x 1.73
I = 400000
525.92
I = 760.572 Amp
-Pf / Phase: 0.8 / 3
∆ Pf: Power Factor (Faktor Daya),
Power Factor (Faktor Daya) adalah Perbandingan/Ratio (Cosinus) antara Daya Nyata (Real Power) dengan Daya Semu (Apparent Power).
Pf (Faktor Daya) = P (Daya Nyata)
S (Daya Semu)
Pf = 400
500
Pf = 0.8
∆ Phase: 3 (Silahkan lihat Gambar "Sistem sambungan WYE")
Listrik 3 Fasa dengan 4 kawat (sistem sambungan pada output kumparannya) yang dihasilkan oleh generator tersebut umumnya kumparan stator dihubungkan secara bintang (WYE / Star), sistem 4 kawat yang dimaksud adalah untuk menciptakan 3 buah Fasa dengan 1 titik N (Netral). Jika tegangan antar Fasa yang dihasilkan oleh generator sebesar 380V, maka secara otomatis tegangan Fasa ke Netral sebesar 220V.
#Gelombang Sinus (3 Fasa)
•Speed: 1500 Rpm
•Frequency: 50 Hz
-1500 Rpm adalah minimal jumlah putaran untuk mencapai 50 Hz (Frequency), masih ingat Rumus?
n (jumlah putaran) = 120 x f (frequency)
p (jumlah kawat)
n = 120 x 50
4
n = 6000
4
n = 1500 Rpm
•Rating Cont. 80%
-Menunjukkan beban konstan yang dapat ditanggung oleh Genset secara terus menerus (continuous).
Beban konstan artinya besar beban relatif stabil, tidak berubah-ubah, dan minim beban kejut. Dalam kondisi ini, Genset dapat dijalankan 24/7 (24 jam sehari - 7 hari seminggu). Tetapi idealnya, Genset hanya dibebani 70-80% dari Kapasitas Genset.
Efficiency (Eff) = P (Daya Nyata) x 100%
S (Daya Semu)
= 400 x 100%
500
= 80%
Baca juga:
Blog.Teknisi
Informasi yang sangat bermanfaat sekali, terima kasih sudah berbagi mengenai name plate Genset
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Deleteterima kasih atas infonya, mgkn bisa mampir ke tempat saya (hartech) disini
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