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ii1h3hfZKq6JeEo20Nhv3XB2spwexB71if8J7rf/Qs/+Q9S/wDkCs/T/FWt2F9q1z/wj+/+0Lpbnb5GpDy8QxRbc/Yef9VnPH3sdskAz/Av/Hp4a/7Ctr/6YVr16vIPB0kNudAt0lM6x6xbqJooZNkgGhqu5SVBweoyAcc4xXo134nsLK6ktpbfVmeM4Jh0i6lQ/R0jKn8DQBD4O/5Alz/2FdR/9LZq365nwNO0mhSRyxXMVx9ruJ5Vms5rcAzTySgL5qqWAD4yK6agRneIL19N8O6lexsqyQ20joW6Bgpxn8cVzXwysGttCubmW2WGaaYRkBdrbYkWMbh2OVc496n+JF6sHhK4sxHctPeFIo/KgkZf9YgIZ1BWPOcZYjPbNUvAHiW0fwxptvLb6mLmeSRiV0y5aMNJKzcyBCgHzcndgc5IwaAO8rjNRuHn8V396NudIt47SzEqAr9ruCBuz16NGv8AwI1uDxLYG7htfI1XzJdm0nSbrYN4BG5/L2r1GckbeQcEHHnkviiKKw1RlXUfPudWupEZtMuAqhYH8sFimAQY0JBOVwcgbSQAavhvTYtZ8SLcNmWx05UnjMgz5kjLmEkkfNtQmQ9xJM5ro9e8R6Ppdy0dxeLDqEEReMsrbcsDtRnxt+YrwpOTjgZArG8M6xp+i2+oRSQ6u5nvpZkEejXjqkZwEXIiOCECgjqDkHB4rhPiL4lax0W9tljmaTVr2/8AtBNuxjZYmNqg3bSOAgbAOQQpOMjIM73TfEGu+In8mLTVtry3JW8ie7xBbOGI274/mmf5eQuEGSpO4EVDbWOtaXda3fpc6ffMl2ss8KtJbHcLeEBVKSSZ+VUwsigkkn7rKTrLe6V4f0+1062g1RWt0ZY5ItJupgxDMrFykZ3bmDMcn5shh1DVhaXrNpd6x4knnivHsI9V2TJbW00z/aVt4o8BYlLbF8piHIAJK45UGgDPj128fUNRma4XTkn2Q3N/d5kdJYzgWawIw/eFCz70yGLHbngDsW0bSfE/htoxczXMEyFIpWynkshIBVAFCMjDH3QeMHvXI+MtQsrPWvDviCyt7yIKJLdo206dGbMcohOxkzlGWTgDID56MM7+i+IbCzu9dIt9TFs16k8caaXcl182MbsxiPeuXjkY5H8YP8QyAY2gFrvdY6muReCWwv0RgFDkuG5HPEoJGOn2sD+EV1/g+7muPDkEN1Isl3ZO9lcMpJy8TFMnPOSAD+NcTPqVjHrGpaiIdQFuL9DHCNLuVfcVt5SxUpkkvAB04ypPDrnf0LxDp1rd+IJFtdUEDX6SYXSrlnLPCpOUEe8coc5HGVP8a5AO1rzXR5I9L+Ld/YA3DGcyKC2fLAkUTqo7EhhN+Dd+3ZJ4lsHtGuRb6r5a5yDpN0H4Kg4Qx7j98dBzhiPutjg9S8RWUXxDs7+Kx1MxSGISSNptwrqwWVQAhQOch88DnacZwxUEeqUUUUAFFFFABRRRQAUUU1y4RjGqs+OAxwD+ODQA6q09hbTy+c0ZSbAHmxsUfA6AsMEj2PFN+2Sqf3lhcKo6uu1h+ADbj+VNGq2QG6SVoBkAG4jaEEn03gZoAQR6hb/cnju09Jxsf3O5Rj8No+tH9qQRj/S1ksz6zgBf++wSufbOatQzw3MQlglSWM9HRgwP4ipKACmSSpEpZyeBnABJ/ADk1zXiHQFuUjh0m7udM1GUMsL2srJGgyGeRox8rYwO2SSBkA5pPDK6tYX1xp2rfY5ZgiuLtNyy3QHBkIOQRkgYB+TIGNpUkA0LHxHbXd1qkUqNbx2NyIPNlVlDAwxS7myBs/1uMH0z3rXEiGISh1MZXdvzxj1z6VkaRcxPqfiJQgj8i/VJHO0Bj9lgbdwoPRgPmLHjrjCrj3Vhc3WpxaxaTvDoUWWuLBVOL0dTJjsB97GPnx6HkA6PTtWstV8/7JMHaFwsi9GXIypI6gEEEHuDkVerNnhis9Ui1GJEX7QVguXAA3j/AJZsTjJIY7R/10PoK0qACiiigAooooAKpap89p9lBAa6YQ9SDtP38H1CBiPpV2qcoMmq264BSKN3PsxwFP5bxQBWk/0vxHDD/wAsrCHzyMf8tJNyIQfZVlyP9sVq1maQBJNqV0G3Ce7YLn+ERhYiPpuRj+JrToAKKKKAKFzBJaztfWiFmbH2iEf8tQONw/2wPzAwf4StyGaO4hSaFw8bqGVh0INPrNmVtMne6jybOQlriP8A55n/AJ6LzwP7w/4F1zuAItZNwNU8PCGby4zqDidfOCeYn2afC4JG/wCbadoz93djCkjXrG1drptT8OtaGYwG/Y3BiJ2mP7LPjfjjbv2deM7e+KvXl79nZYYY/Pu3GY4Q2P8AgTH+FR3P5AnAIBJdXcVnGrSElnbbGijLSNgnao7nAJ+gJ6A1BDazXEwub7G5TmK3HKxe5P8AE/v0HQdy0ltZ+XKbidxNdEbd+MBV/uqOw4HucDJOBi1QAUUUUAZWrqLe6sNTGAYJhBIduSYpSFI9hv8ALYn0Q1q1U1S0N/pN5aAlTPC8YYHBBIIBB7Gn2F2l/p1reRnKXEKSqfZgCP50AWKKKKACiiigAooooAKKKKACiiigAooooAwPB3/IEuf+wrqP/pbNR4e/5Dfiv/sKp/6RW1Hg7/kCXP8A2FdR/wDS2ajw9/yG/Ff/AGFU/wDSK2oAwPHv/IzeHv8AgH/py02jwn/yVz4if9w3/wBENR49/wCRm8Pf8A/9OWm1n6NNq8Xxc8f/ANlWNjdZ/s7zPtV48G39wcY2xPnv6YwOueAZ6dRWB9s8X/8AQD0P/wAHMv8A8i0fbPF//QD0P/wcy/8AyLQI4DwL/wAenhr/ALCtr/6YVr16vIfAv/Hp4a/7Ctr/AOmFa9eoBhRRRQBzvju1N34J1SNRkrGJccfwMH7/AO7UPw9Qw+Dba1eSOSW2mnhkaP7u4StnHtXQX9nHqGnXNlN/qriJonx6MCD/ADrgvhbcS2qaho14yC6VhckbwXJyYpMgdMNGP++gepNAHotefSWkG7xBp0hZvL1YSsuDwl3EIs/QGRz/AMBNeg1yPiSBbLX7a9nDf2XqcJ0zUCHICFj+6fgepZd2RjcKAKXw4u/NufFFvJK7XJ1MXbo5yY1mgicL7YO4YHTFYfjfw6Ly31Owk0y+uJY3uLrTpYYyYts0RMgkfhV2zDfj7xAUKDkiqWkG+0Dx1rF6lor3Q1DybuGE5a7RoIWZkTnDZ/eqvUgyDPyGvTLi+t9SsZHSQNpm0iWVBnzs8eWmOTnocc5+Uc5wDOe0nxNL4itYdGivIhqGwie5t5AyzRqSpnhPIKHHUZwzbeoYrqaTZNbT62i3Kww2l6gtP3wdYIhawZRlz8qltxKnB53dw1VLLwXCdKijurTTophIWWGO2/d26ZO1Y9rBkYAnJVsFnc4OarWHhOK71DV4rqQXcEF6iRQ313Leokf2eFtvltKQp3lz84zgg4wRQIx9Y1mLxJ4u0y6tYnvNO0wSk28HzTTpIhR7lEzl4kJVVK5LFm25xz2vhqOaRNS1OeGWBtQvGmSKVCjJGqrEmVPILLGHweRvwelW49EsorxL9YlOorH5Ru2A8x06lSRj5SedvQHkAYFYvifxDc2+lTWdjHJHqjrtkYIXW0Q8GYkdRjOzHLEYAJDAAHGabPdan8UdcuYQBa3T2iQnfkS7JnUsvUAGO3m9/lFd74Wke6l1y9ZNqT6nIsZznekarFn80NeeaQY9B1nVbi1Ev2uHT7S0sLNtpV7l5LlE74LKFYPg43GavU9C0qPRNDs9NjIYQRhWYfxt1ZvxYk/jQM0a87u783PxetrEIuyJlBY9d6wO/H0EgB7/ADD3z6ITgZPSvNvA8k+t+NNU1d5N1siuyRPEVeNpX+Qkn1hjj4HYjgHqCPSaKKKACiiigAooooAKKKKACiiigCvNYWdw++a1gkfGNzxgn86j/s6JGLxTXSP2xcOwH0ViV/SrlFAHFaTca7/ak0UtnqxkjiQpLqSWblFeUhgPJlHGAD64jPU7QZ5L/W9RUR3Phe8tvKKyJePc28ZjbcF3KFkk6KzMc8FQw5ztO/qV3b6Un9oXA2wrhJpcn5E5wSB1+Yge24n1qtEw8QKk4IOkkBox/wA/Xox/6Z+g/i69OoBw+ieKrzWL7WIrvwzqWIZUmlt7f7Nm7byoR/fUldpR8bn4ZQXxtQ9Z/wAJcwuZo5PD+rQxJv23FwbeFJdoJG0PKG+bAAyB1GdvOH2kMGp3+vw7GgmtdRQLOmwOJPssDBwQo7Nt+bdkAgnaQolPiFLW7j0q8EY1iQfuYVJVbgf31POF4JI5K4P3uCwBh3Wsaje+GrvTdE0XUZLiKEw2t3FNZOgZciOTDT5xlQeQD7V2lvI8ttFJJFJC7oGaOQqWQkcg7SVyOhwSPQmqltommWc6XEFhbLcqix+f5Q8wqowAXxk8E9+5q/QAUUUUAFFFFACOSqMwUsQMhRjJ9ua5qG+1lfFMsz6DqhsLi2to1O+12wvl2kZv324gB1BwDyjYyME9NRQBx+i65qEVhKqeE9YlBu7lt0ctmACZ3JXmcHIJIPbIOCRgnZu9Zv7aUJF4a1W6U7vnhktQBhio+/Mp5ADDjowzg5Ak0RfJt7u3LZeO9nLe2+QyD/x1xWnQBkXes39tKEi8NardKd3zwyWoAwxUffmU8gBhx0YZwcgF3rN/bShIvDWq3S/N88MlqAMMQPvzKeQAw46MM4OQNeigDHu9Zv7aUJF4a1W6U7vnhktQBhiB9+ZTyAGHHRhnByAXes39tKEi8M6rdKd3zwyWoAwxA+/Mp5ADDjowzg5A2KzvtMmpOY7NylqPv3Q/j/2Y/X3bp2GTkqAcZrmr6rp9/pKaZoV3NBFeh5Y3SCQ2he3cYDmTavzSYA3LjYy7tkiZ6VL2606BWh8NatcyzHdMwltfMJ2qcsWmA6sVwOAUOAF2krqll5Vz4etbazWS0+3SC4BhEgVDbXGWJIJXLFQWyCdxBJ3EG9btJYTrZzMz278W8zEkj/Yc9z6HuODyMsAV59Zv4Yo3Tw1qs7P1SOS1BT5VPO6YDqxXgnlG7bSxPrN/DHG6eGdVnZ+qRyWoKfKp53TAdWK8E8o3baW2KKAMefWb+GKN08M6rOzdUjktQU+VTzumA6sV4J5Ru20sr6zfrZrMPDWqtIcZgElrvXJcHJM23japOD/y0XGTuC69FAGQ+s362azDw1qrSHGYBJa71yXByTNt42qTg/8ALRcZO4Lm6Fqt7B4R0po/D2pzkWsKhI5LYMRtYZ5mA6Ip69JF6kNt6WeZLe3knkOEjUux9gMmqmh272fh/TbaQ5khtYo2+oQA0ATWF1NeWqzT2FxYuSQYLhoy498xsy/rVmiigAooooAKKKKACiiigAooooAKKKKAMDwd/wAgS5/7Cuo/+ls1VdHa+Gv+Kvs0duyf2pHkyuynP2O29AateDv+QJc/9hXUf/S2ajw9/wAhvxX/ANhVP/SK2oA5nx0bn+3fDxdIhPheAx25/tLTsc4z6dqzNH1PWdP+LHjs2ugS6nJJ/Z/nC1uIkEeIDjmVlznJ6A9PpW149/5Gbw9/wD/05abR4T/5K58RP+4b/wCiGoGbY8T6iJEifwfrSzOhbYJ7I5AxnH+kc4yPzqK28XXl3PeQw+EdbaS0mEMw82zG1yiSAc3HPyup4yOfXIG5qUZeCORcCSGZJFYjkDcA2PqpYfjWfc28ui31zqlpE81rdOJL63Rdzhgqp5qDqSFVQydwoK/MCHBHn3w/V7iHQY4o5HNvfWtxKQh2pH/YkceS2MfedRjOea9drgfhJ/yLM/8A25f+m2zrvqACiiigAryzxEP+EM+IMWtxIVtr5leQJ/GD8kyYA5b5klHIyVYV6nWP4m0GLxFoslk5VJlYS28rKG8uVeVbBByOx9iaANaORJY1kjdXRwGVlOQQehBqG/sbbU7CexvIhLbzoY5EPcH+X1rz7wD4nktL2fwtqtvJatbS+TbGVujYDeScknHJ8s5IZRwcrXpNAHk+mWqW2ta5o2oXZfUxqKJa3lzlY7sC2tykTOOkoARg33gx3LnkEiutZs9cuLm3JlCzeZPZXJwk0igI0gCA7COhdQYy25mEZUCuiFnb6zfeLdFngSZbrU0Em5QREn2O1y/s3Ze+cHGAafPoGr6Zapa2ywa7pcJBhtLx/KuYMDA8uYDBI5wTgjgbu9Aye1+IGltY/atRgu7CMAZlaIzQtkZ+WWPcrD3zUNn4t0/T9V1pdQvpts2oKLOPy5JCF+zQZUKAdnzFjtOPvbsYOTn79NguZbi6tNb02dAELXNiZ/ynjDOwPvJ+FZek6rYXGq63Dc6xeXEP2tVt4ms7uX92YYs4ViyqN+8YK9QT0wAAbupeNb+6lks9G06S3kA+ae+Xa6rkDcsI+YgjOGfanHJA5rLtYCumS3up6m8WmRv9pnv5myZJD0ZCB8742hSAUQBQm9huW7a280kKQaT4bvLhFc4k1fZaWyHqG8hFG75sc+Xnvn13rHww730epa9enU76Nt0KFNkFsckjy4+eR/ebJ4HSgRzvhaxOpfEC81W90wWC2mlWi6ZaHhoYGe4UGRez/K3A+6Gwec16JWBZ/wDJQdZ/7BVh/wCjbutTUtStNI06a/vplit4V3Mx/QD1JPAHcmgDm/iLrsWk+HHtfPEM18Gj38ExxD/WvgkZwpwMHO5lA61a8CaGdD8MxJLH5dxcN58keSfLBACR88/KgVfqCe9cfoFndeO/Fs2talbtHY2kw2xyYBBQ5SEAehy75PLFRtAFeq0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAV76xtdSs5LS8hWa3kwHjb7rDOcEdx7d6rxac9iqx6dMsNsoAW2ePdGgHZMEFfTGSAAMAVoUUAYOnDUnvtaCwRWh+2riWSLcs48iL51wEJH8OSWIKkZwAouDQrB7yK+uIvtN9Ecx3UuPMT2UjG0Y4IGAQTnOTnSooAKKKKACiiigAooooAKKKKAMqAra+I7uD5VF5EtynPLumI5D9Avk/nWrWbrMcq20d9bo0k9m/nCNOTImMOgHclScD+8F9KvwzRXEEc8MiyRSKHR1OQykZBB9KAH0yWWOCF5ppEjiRSzu5wFA6kk9BTLm6itIw8rY3HaqgZZ29AO5qtFay3Uq3N+ANrbobcHKx+hb+8/f0HQZxuIAzy5NWUGZXhsTz5LAq8w/2weVX/Z6nocDKnRACgAAADgAdqWigDI1kXB1Tw8YYfMjGoOZ28kP5afZp8Nkg7Pm2jcMfe25wxB054IrmFoZkDI3UfqCPQg8g9qzNZFwdU8PGGHzIxqDmdvJD+Wn2afDZIOz5to3DH3tucMQdegCjaTTQy/Yrti8gGYpj/wAtlHc4AAcdwOD1HcLeqC7tEvIPLcsjA7kkTG6Nh0Zc9x+XY5HFR2d1I7vbXQVbqMZO3O2Rc4Dr9e47HjngkAt0UUUAZXiDE2miwIBN/ItrtJxuRuZMe4jEh/CtWsm3I1LXJLpWJtrINbx+jSkjzG99uAgPY+YK1qACiiigAooooAKKKKACiiigAooooAKKKKAOe8IlhoN0UALf2pqWATgE/bJu9UdMtfFWmXGpTJpGjyNf3Zun361Mdp2ImBm26AIMenSrvgmWOfw/NLE6yRvqeosjochgbyYgg9xXRUAef+INL8Uapqen6hcaXp0cNjtLpa37zyOBdWs5wrQpk4tyAM8lu3fkZfEFvp3xM8XX0etXNrb3v2HymsrzTozKFt1OWF2wOMOMFRjls9K9ury3QNAsL/4s/EBHN3AsbWDhbK9mtQWeFmYt5TruJOTznkn1NAzOufHFu0DD/hKdbOccHUNA9fZs1L/wnVv/ANDVrn/gw8P/APxVd1c+EtNhgaRbnWyRjrrt76/9dql/4Q7TP+frXP8Awe3v/wAdoAw/hXC1voN3C7IzRvZoTG4dSRp1oOGBII9xwa7uuB+En/Isz/8Abl/6bbOu+oEFFFFABRRRQByPjXwd/wAJFbfabF1h1KNNqlvuyrnIVu4wQCCOR+ow9C+Io0svpfikyQTwjas8i/OGAH7uUf3vmBVx8rg9iGFelVy+r+G7Dxbcma4Voltt0UFxFgOzZw+eDuTqu08HL8dDQBVsPCeqHV9W1aXX7uwm1C4WUR2AhZNghiQBvNibJUowBHbngkitP/hHtT/6HLXP+/Nl/wDI9cWmm+MfBDt9hf7dp27cEjjMkQzgcxZ3xDJZyYywHPy9ANTR/irp95a+ZqWn3Fiy+YZCjLOsSoSGZwp3KODyVxx16UAdB/wj2p/9Dlrn/fmy/wDkesvStB1ltR1sSeJdYt0W9URSLaWam4X7PCd7H7P8xBLJkdkA7Vq2fjbwzfRCSDXLLaQD+8lEZ56cNiqGkeJtIXVPEJn1bTY4/t6GFvNjTzE+zQfNkcv829cnJ+Xbn5QAAXv+Ee1P/octc/782X/yPSN4d1NlKnxlruCMcRWQ/wDbeq9z8QvDcDSxw3rXk0aljFaQtKSB1wQNv61zt18QdX1i4ay8PaYyM2AJgFunAYcNtRvLQA93fseDQBZ1exPhjULnV9Q8Z6ja28llb20ZH2Zp53jeUkEPCQR+8XBGOrbsADHJ2Wk+JPiFq0Ek2vaiNKtZTIkzLAPKGMYBWJVebqQwGIuoJJrptI+Hl5f3T6j4ou3eWbO+3SYuxQ5xG8vB2jJyiYUnnpgD0OC3htbeOC3iSKGNQqRooVVHoAKBnNaf4OuNJ0+GwsfFetQWsC7Y41hsuB+NvknuSeSeTVr/AIR7U/8Aoctc/wC/Nl/8j1v0UCMD/hHtT/6HLXP+/Nl/8j0f8I9qf/Q5a5/35sv/AJHrfooAp6dZz2Nu0Vxqd1qDlywluliVgMD5R5aIMcZ6Z5PPSrlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzV7eXPhjzIbaxkvYLl82UayBAkzNzEzNwikkspOf4lHOxW3Z7tbaeFJFIjlOwSdlfsD6Z5APTOB1IzDcyW19NLpbwmdGQi4x92MEcAn+8eoA5HXjjIA61sis32u5YS3ZUqGxxGp/hUdhwMnqcDPQAXKxY7ybRGW31OVpbLpDft/D/szeh9H6HocHG7aoAKKKKAMTXZmi1jwyihCJdSdG3RqxA+yXDfKSMqcqORg4yOhIO3WPrN29tqvh6JBlbnUHif52GALWd+gIB5QcNkd8ZAI2KACq15afaVR438q4iO6KXGdp9CO6nuP5EAizRQBWs7v7SrrJH5VxEdssWc7T6g91PUH+RBArapeTB00+wP+nTjIfblYE7yN2/3R/EfYMRU1e6la8SHRwsurxgZDE+VHGcE+aR0yPuj72eQMbqTTprbTrT7TL5ryzPi+uZQoaOTHSQA/KozgYyoBB6HdQBsWlrDY2kVrApWKJQq5OSfck8knqSepqaq73aLex2iKZJWG9wv/ACzTnDN6ZIwB359DixQAUUUUAFFFFABRRRQAUUUUAFFFFABUN3BJc2skMV1NayMMCeEIXT3AdWX8wamooA5q08J3ljbJbWvizWYoUztRYbIAZOf+ff1NTf8ACPan/wBDlrn/AH5sv/ket+igDA/4R7U/+hy1z/vzZf8AyPVVfAOl/wBvanrMl7q7Xeo+V5xi1CS3X92mxcCEpnj+9n2xk11NFAHI614PiGkTnTZ9Xe8+Xy1l1u9ZT8wzked6Zq//AMIdpn/P1rn/AIPb3/47W/RQBjeGfDVp4W0v7BaT3E6koTJcFS52xpEo+VVHCRovTtk5JJrZoooAKKKKACiiobq5S0tnnkBIXACr1ZicBR7kkAe5oAr30jyyJYQOVllGZHXrFH3OexPQe+TztIq3FFHDEkUSKkaKFVVGAoHAAqvY2zwRvLOQ11Md8rA5APZR/sgcDgZ5PUmrdABWfqGhaVqrbr7Tra4fGBI8YLgezdR+daFFAHJz+APDt9posk+1C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)
373
風吹出方向
風吹出方向 回転方向
AWG20 または AWG22
リード線
4-M4
φ104±1
27±1
+30
300 0
45
°±
1
°
φ58±0.3
64.9±1
φ161±1
φ221±1
63.5±1
71±1
90°±1°(等配)
45°±1°
60
°±
1
(等配)
6-
φ
5.5
±
0.5
11 8±1
φ
242
±
0.5
φ
245
±
0.5
4-
φ
4.3
±
0.5
φ155.2±0.5
φ252±1
(R22)
(0.8)
21±1
質量:230g
インレットノズル側ファン側
45°
φ58±0.5
4-
φ
4.5
φ245±0.5
φ
202
±
0.5
4-φ4.5±0.5
45
°
質量:105g
φ1.6
φ1.6
φ1.6
φ26.8
4.3
+0.4
-0.2
250.8 +1
- 0.5
205.9±1.5
210.6±1. 5
φ
245
0
5.5-1
φ
192
San Ace C221
■General Specications
・Material
……………………Motor case: Aluminum,
Impeller: Plastics (Flammability: UL94V-0)
・Expected Life ……………Refer to specications (L10:Survival rate: 90% at 60℃,
rated voltage, and continuously run in a free air state)
・Lead Wire …………………⊕red ⊖black Sensor yellow Control brown
・Storage Temperature …−30℃ to +70℃(Non-condensing)
φ221mm×71mm 〔Mass:1,050g〕
Centrifugal Fan
Note 1 : Fan does not rotate when PWM duty cycle is 0%.
Note 2 : Max input is 9TP48P0G001: 280 W, 9TP24P0H001 / 9TP48P0H001: 160 W at rated voltage.
※PWM Frequency:25kHz
Airow Direction
Airow Direction Lead Wire
AWG20 or AWG22
(Each)
Fan side Inlet nozzle side
■
Reference Dimensions of
Mounting Holes and Vent Opening
(
unit: mm
)
■Specications When inlet nozzle[Option(Model : 109-1135)]is mounted. The following nos. have PWM controls and pulse sensors.
■Dimensions(unit: mm)
φ221
mm
Rotating Direction
■Options(unit: mm)
Inlet Nozzle
Inlet nozzle : Nozzle mounted in fan inlet side to adjust the ow of introduced air
Model : 109-1135 Material : Steel sheet Surface treatment : Electro nickel plating(silver)
Color
9TP type
Mass
Model No.
Rated Voltage
Operating Voltage Range
PWM duty
cycle
Note1)
※
[%]
Rated Current
Rated Input
Rated Speed Max. Airow
Max. Static Pressure
SPL
Operating Temperature
Expected Life
[V][V][A][W][min-1]
[
m³/min
]
[CFM][Pa][inchH²O][dB(A)][℃] [h]
9TP24P0H001 24 16 to 36 100 3.2 76.8 3,050 17.6 622 530 2.13 71
−
20 to
+
70
40,000/60
℃
(70,000/40
℃
)
15 0.4 9.6 1,000 5.75 203 57.4 0.23 53
9TP48P0G001
48 36 to 72
100 2.75 132 3,650 21 742 760 3.05 74
−
20 to
+
60
15 0.2 9.6 1,000 5.75 203 57.4 0.23 53
9TP48P0H001 100 1.6 76.8 3,050 17.6 622 530 2.13 71
−
20 to
+
70
15 0.2 9.6 1,000 5.75 203 57.4 0.23 53
(Each)
Finger Guards
Model :109-1138 Surface treatment :Nickel-chrome plating (silver)
Color
Inlet side
Mass