# Architecture

The Cloud AI inference cards contain one or more Cloud AI 100 SoCs per card
and are designed to operate at a specific TDP. The cards interface with
the host using PCIe and to the BMC using SMBus/I^2^C. The following image provides a block diagram of the Cloud AI 100 Ultra card.

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ek5ouFKgn04+snokgiqhrWVN1HZqrC0JO8ydYa7apbvEpi5peAmICpOPC/+E906oncsyMF8lpDHcJB1PaCXZC8l6cOVEtqAcrwe6ujXs3dziT3aIwJZramQBVbbk83H+k82TpFjNf/7i/JzyZnTbsV6F7gvcF7htl7gvcF4125Zq9C8TqW9fSkOXjWtDSdQ9y2OO5SDS8/Jqtp5CyrZdiuTfrjC+oNMtpbq1dg1TM0jneYX2sghzPPcRZDxiAeeMV6F7fqDYVOHU/xB84IqA1YmQVzqf37uyli1Ub+/xJ1HVG4qAoOUjw7EHpmMretz+MNibOxdCrqusiksnh5U773bfGIB54xXoXuG2XuC9wXjXblmqIYt8Lea1Dzcf6Uhy8a1t9XrrwpRgnh2IB9eZPj3QeDDg6gzlvswxHheUm2e2E1OGRn6qepQzXranhZvR9QudXQ0CgqjNC8a4f/nw2NLjTIxnIxZ9+oMPZar8lsaBkUiepW9p/DqmGinchVhe4L3Be4L3bqZFkPGGxS0MKEOotXXmY+SKRN/j5IpE3h5Upe5wUFfil4xAS8mgXDi+DPPqZjT6WWwLGQd2KMxfCOm4MjW/Y7/xREQD0IX+9w/3o21PH0/ceKU/ltX3WUPn/FMI8V/+KVzV68Yfa7T6HRh7fpIaQIAsy8X7aUF9QfI7S/VkPBxFkfV9mM//EyZYEh4Um/w7D98b4l4NlSKqVeHfqHjFehe4L3BfkaX6sh4u5LvlJoa2GNkf3zrVpw8XpUZ+/bYlgbn5Oy/VmMjQSZC28Rswg5MlIUBpeHrGQIuySE7cetm2Mt3WIgjQSYDkQCUTY4TsvcNsvyKXNK4CaeH6OiNu8pRgCs1sVINnsupQ36G0ld2cAJAXtJYW9uBMLv34jE1tWNCkWCovrvCTqKMIY1db0jJrelPIsh4Uh7hnRbzF/utRdxJ0aWbYuo9tgjkYYCcdYr1acQRoHN5m5z9xtvW92mB+sZAi641tCNvvkb9QkZWW/YO3IJVZU4+Gdg1JTyKP/qyHjEA88Y0+PuXf/VIn0YOiWA/zLFehfHJd/9WQ8YgFzR6BprGwJBSgBPg+qZiCw6RvtUprFmnCxaoX/nUkAA/ZDEhMSvaCa3qnbdN7Ti3QCmzxcCSGLY0wLKuDy9V4HDrWFnrlKwv/2a/RcF3nm07a1Rwn8G6TM9ijCz7gvb+RdcvyRZDx2hcHjK4u3g+wU2PPb+TVjDxiAeeMV6F+RpfqyHi7kckBpEWzekCLuI0evjtLNeEUrbYanEEaCTARfEyfvRNsGzk6VP1jEkS1VesWJfNAyVP1jID03mo80haoxivQvyKXKegCbRsn8KDVbmjPsNilm0v1ZDlpFULX5zOiobyXpxBFHycQrltGuayF5L04b7AgVtWqRIp0Bx9F3EnSproohMOskMm8tRYyA9O0RdB/hp/SzzxivQvcF7g0EZr9WQ8KT6D97LI/zWI8TbrVuvIVZgZvnQRkltoQLjFn3Bf/HhSfOpkWQ8aOF71tZDlr//cu/+qRD24fGf+QQBZ1KkmFUabOxdCrqRdD+KbZqHjo/8mrC9wXuC9w2y9wXuC8a4d1j+xTeLXk7NfELrm4lQTzcf6VEf+IcgN0H68YgHmtV67aEAKwvcF/8eMQDzxiC0pDBfVc8+4L2nsBnXaoeOasLMKF4YxFqRdB4u5GZzTRxe79Cau51MiyHjEA88aln3Be4Lxrh3WRaJnBeNmE8Ow/fFxynnxrXlIcvGu2qTs1+rIeLk5SrOIY141/7l3/1ZDxiAdwLdYZq1X1s21RPPGIs3A/2tqZSZCeHYfvi45Tz41v+CFSP8psiEW/VkPGIB54xY//cu/+rESOSg4AW1nyPoDjDYmzsXQq6kXQeLuS7JMSk1YXuCpV36hhn2nFyGOzmQ8YgHnjFeheBsexUw7NNi1H5NWF7fyLrlp2Locx/pOzXxC81RjEWq6xUrgEUYJ5FH/1ZDxiAeeMafH3Lv/qkT6CFpOMKvnNP+N43jZU6ksp7nOo3KRJcH59e5gyF5L04d4JKdHzRWot43fEqrKn6xikEcrics0UzXrAGdpsheSNbN0tyc+xZimkwLIP5fUmrC9wXxQwvmx59LVAxLiUxDNMRBycQRoGgtKY7M62102QtMNeomQIu4k6IyiuGEjfMzXfwSM5lrVhe4L2/kXRLQh2/EGPJHXk/+IuJOjV5b3t+JnGsJWot43fEqrKn6xikEcricsmEHlc3L7XTZC8lFHykNIkls19r20K5Ury5Ai7L/R4ItkITRrjxiAeeMV6F+RpfqyHi7kcqlSn3Xg/lAfVUm0u5kWexF0rNfQTdrfJa3BSDUoUd2A2eAtnIIw7roeMQDzxjctqH1sRcSdC8RvQeWmhfDWtza5We7GH/mtL0FeMFZs18+0LQswu2qOPGmv1ZDxhnmRHpMW/z05FG/nnHZeFw+2JoxIeMQR4q8AKuYr0NuuwABEV8B8jwEWQ8YgHnjFe7qZFkPGGxQCsj6+4NBFkbpxXv0ONYVXBoCQ8Ygnh/K4uSDL8U/FJxsEXZ4PTrh9PoGpfqyHjEA874xY3mYyWh2a4ZFGq9wXhKmInf8lL9fcGgjNe8e7Cgfoeq1h591n+iK6x9RH/3J5JFkPGGgeR5K+VZFq35S7/6siCTJdWQ8YgHnjFehfkaX6sh4u5HKexAPPGIE12WAWA0j7B0UZ0d5otHPjhNpXaQLn/TJor9Ko3lQMWd7j2rBljAXIglPAAbpqeq6I+ieubuAX9W1ry9Hysh4xAPPGIs3AkgoUzwB8fwuQ/Xi5OL5c+I/7D/aK3zU/aEypgkojmKvGpVeAAUbfCjBwvjeua3gZr/yNTudDsEtEKbtpvHihf9RzKB4Ec7rpvyKihB40ckueV4+zIeMQDzxivQ0EZr9WQ8KT6L5r9ZGMQJaSgibeLnwTJL4636AEwBNf+amUTdJdoYKz3zwG52Wf4OIBGoEtz/FlqwvcF7T4peFWKofGXrnRdZUqIpRSVBGHh4xAPPFs6yaVw+Hm8HjFnfrsBCH/zalG//b/mRGFG/upxMU1rUyHjEBLwD83T/GlVyobj2CFxyV480TOBO0FQB4qnBF9b71YWk+4N7dQghsQeYBFa9Zrdy7/6sgpSHL3Be4L3Be4NBGa/VkPCk+i+a/VkPBmYq4H009F5n0yo/YmKPyPiRGJ3VoL4PKMKlPI2xTDMxZIJS9CQ8YgHnf+KXjEQs5U1y61kLmGNVwLNUW+gRZDxhsPuzHldWn9wXuCn5Ww2eyEPNor/Afzs+4ypk+JsETLivltYb3kWNt3QQRitJYrRKlg6u9eulB/ukz3ZalNNjMjgojGsIiC/nUSQLv/qyHLXz9l7gvcF7gvcNsvcF7gvGuHp/cF7gvA9FlPoKUowoFO6rUelPliwRgkKwC6Uq4F5vA8l5sZcuQp5ZALxvtkAcqnwhbvy7Zf+M9wcpQ8YgHm5BEy4r0lK1K1EIYKWmy/rjXLAtbTetUTzccCON8Qxn/7l25e+nC2lfK/3WY8lLRIV5RLjJjzs74+5d/88wLjUlz98tHRQFoeAL+wRPHLMY78L6WLdXY3TDVfzYt7rH8NNSz6HYZaIYMNZY4UrltyFFC8mrC9wVdb2n9wXuC9wXuDQRmv1ZDwpPovmv1ZDxjejWNX6+4L3Be4LxrhxmShe4KhLDzxZjBR2JL4CfGcNXRYDLbOslPNdWr2XgwLf/9soEb5nAr75cv9GgBgNsL6mRjncYgHnjFnSwu8W32oB4xAPO/8fJFkPGIB54xXu6mRZDxhnxzyHuOT/luhe4L3Be4L3Be4L3Be4KdBHwwEMcHn3Be4N3jJIWS5VSlwpD26Ac46BMtlM9KJ6bkrbsB9T5AlNnAhlmNugLbZkTyasL3Be4NBHmX17gvcF7UoyvFwPu+H3xiAeeMV6F7htl7gvcF7wkNUN1WgJMheS9OII0EmQvJenEE15rpsheS9OII0EmQvJenEEaCTIXkp3vzGI6CHjEpy4r0L2/DwN3Wkveijqjmw+IBl3sJRHIOONx+mm7hf9iqnN0I80Is+4L3Bf/H68YfoxVc2zY2BZpxBGgkyF5L04gjQSZC8l6cQRoJMheS9OII0EmQvJenEEaCTEs9v1POWyYPGK9C9wXuDQRmv1ZDxiAeeMV6F7g3DqUB9VSgPqqUB9VSgPfGTLqWfcF71ruO9EO8lQ5NFXOCXlC85MQ6INMs77tElxxhvQ0d8ptQN+fTfXo8lhRAmB+xiCORExUk/NaQj9rRWJ4PXq172dikRwUcZ/9ZGMV6F7gvcF7gvcF7gvcF7gvcF7hFVzIsh4xAPPGK93UyLIeMQDzxivQvcF7gvcF7gvcF7gvcG3A+vuC9wXt+Jli6gCk93VBTCO7ZXjbrDp1yqtsXUJ2pHmZQfX4zW+jKX3yOdd3yMXxGb1QtJ4FTs+uU1dJpR6aMQLT6X6sh4xAPPGK9C9wXuC9wXuC9wXuC9wXuC9wXuC9wXuDQRmv1ZDxiAeeMV6F7gvcF7gvcF7gvcF7gvcF7gvcF7waYRVDpHUoPbrlGyepXwYcrAFWwFwGI7HAsDXZOeUjWaTBdUA2K8Ir2UhJ16lgknkQIirJiTChdskORI3BM/pWymWSAL1HuVBfd6Hn3Be4L3Be4L3Be4L3Be4L3Be4L3Be4L3Be4L3Be4L3DbL3Be4L3Be4L3Be4L3Be4L3Be4L3Be4L3Be4L3Be39oHIGDR1wGq4xnwG6tZAlclsniOx9UXNVtBcRmwkeGuFVK63oxeTLivQvcF7gvcF7gvcF7gvcF7gvcF7gvcF7gvcF7gvcF+RpfqyHjEA88Yr0L3Be4L3Be4L3Be4L3Be4L3Be0UvJlNBXQhSrBshfzyIRvPNvW+xV6k0C9Bg742aMsCARvJ/iq/Y8YgHnjFehe4L3Be4L3Be4L3Be4L3Be4L3Be4L3Be4NBGa/VkPGIB54xXoXuC9wXuC9wXuC9wXuC9wXkA18R4XlvT7IyrfzA7kbfvRaQaQBvPEQ2xpuhBFdEu6vzi/mk+vqQWl9uUuPIPSh3ascvcF7gvcF7gvcF7gvcF7gvcF7gvcF7gvcF7gvcF7t1MiyHjD9YXu7csz/0aLuJOlT9YyBF3EnSp+sZAi7iTpU/WMgRdxJ0qfrGQIu4k6VN8BOpfYPRd+vJfuPv914JFcpb3iHzmq/JRaIG258S6GJTk/YDFz8l6onnkLoNa/MDPL1Y4CgWXQhS0b0efcF7gvcF7gvcF7gvcF7gvcF7gvcF7gvcF7gvcGgjNfqyHhqw15LxKMkFxQH1VKA+qpQH1VKA+qpQH1VKA+qrlImNiX9PMjp9o/7xKPH27dVMKn/x3pr3iTAtBm7BJ6Nsq5uBIctbUyLPRQiZ5nf3IWeNykmlc+KCGYRPDk/D+4L3Be4L3Be4L3Be4L3Be4L3Be4L3Be4L3Be4bZe4L3BeNRUWELS/VkPGIB54xXoXuC9wXgTooh7CCsyRcwOf4wij9Z/CBVBCn/sRIwOrIfDy+oXjUxFQD4Z3yqzX6sh4PITyT8GU8S5J0EJ3DI74VVo6Ps7VxTv+tTiCNBJkLyXpxBGgkyF5L04gjQSZC8l6cQRoJMheS9OII0EmJMlVwtzD8rZeACrC9wXuC9wX5Gl+rIeLuKvasdsKe1OkJxBGgkwKa34uKet04Y61acQReYgVtXPsnsie/5YQRoJMhZnGMow7uYvieyXpxBGgX2SJjIKfXNXTkAcagVBrMlPCBz3Be4L3Be4L2/kXXL5eMWfyNL9WQ8wOB3lr23hYkJoPsLH55HiXIOHOyTjHIDrtKsV6F7gvcF7gvcF7gvcF7SLwjuiWARZDxiAeeMV7upkWQ8YbD7tn/EaeSz653YIozV4Mkv+z3piSrejFtA/r+VJ8je5d/9WQ8YgHesydtryXqkBGDxivQvexsbRmVNZZweEHEkqyQjekTUAOFN/9vcrPYi4jj9xuYNaNBJkLySeIyVIXpsheS9Hw7M9u81d3EnSp+p+Otz7atXsvcF7gvcF7htl7gvcF41MRw4xZ9+oL7Tq5tqY/yPoDjDYnytBl3PGSH8ij/6sh4xAPPGKyUxFGXjI4ZUYgHnjFeheNTCOQoRvoGEUhXvEIVd92Whq6yBpvQ5tHrYGclTtaFYYdfIAaB/xId5V/R7D0E50Eje5d/9WQ8YgHwf3Be4L2nsBnXaoeOat5qjGItSLoPF3IzOm8tw+KnUKct5KLIeMQDzxiLNwQJdyKOSLIeMQDzxislMRPOxdDmQdOaVz8mag571aHEoQPZwkD/a2pkWQ8YgHnjFj/9y7/6sRFXtXoDjFZ6Cxn/z8j6A4w2J8rQcSfkxRKjCz7gvcF7gvcF41MRUA+GLu6mRZDxiAed/2AxSW5O+5tMzUIPOojrluN5NxhsUo9geqD5HUuU8+4L3Be4L3BoIzX6sh4Uh7hnY67AHwhzp+sYyHEVEW8AwoyZKQoDTA/WMgRdkkJ249aK29EmF8aCTIXkjWbcVXCQg22g37EZByMErIXko0/xhpxMd+v5NWF7gvcF7gq5uBIctcvyRZDxiAeeMVkpiKZWLPv1Bh7ayT8lsam7fyagr//cb2ddqh4xXoXuC9wXu3UyLIeMNh920xXoXuVcZfqyfuxoza0SmQ8KbKwvcF7gvcF7gvGpiON8QxulFkPGIB54xWSmIpg+bpeG2YbGc+kh6ch2T2WjvSC+QLThBvETFc2v/GEXbJE2PSCyKX5i+aYkacaV9bAEKUMR2WrC9wXuC9wXu3UyLIeMNh92z1iEMheS9OHK4N7btFM9iLiTogRPb3OpenEEaBl20Qli4JMheS9Hwlzw+G94PGK9C9wXuC8amIqAfDF0L3Be4L3Be38i62Yl5U9dF9lcSZMJNJzuqOII0M7xVUoeyDNPOlxkqfrGLqpzQWog6gyBF2X/dDSNbUyLIeMQDzxix/+5d/9WIir2rnlpI11FnyLselJyKdrnrb/hWnPTihJnlYLFuoICkVJwovkzm9ZEPzfwv/ZeZSDjUV5CB36sh4xAPPGK8PYDFz8mJUTFehe4L3Be09gMYMmLMe5o3pAzEK9iAeeMV6IkOCLPuC9wXuC9wX5Gl+rIeLuKvavQjkoZqWpF0HjPHJ4NpivDVOb3apAqsao74DHfr+TVhe4L3Be4KubggS7kUckWQ8YgHnjFZKYil3BXXMgXJ3Gyp+phalMtQQ25vEXEnSpsEekeiAoEjvY4+5IEXcSdCt7X2TPSwBBGgkyFlNCjRgYBS5Tz7gvcF7gvcGgjNfqyHhSHuGi7hHRPps7O+PT+glACikT1K3oxbQgXGgypZ9wXuC9wXt/IuttzkYtIIzX6sh4xAO9Zk7V7dO9XjszoKo/rXGE8Ow/fFxuejOP3tGGluTzxivQvcF7g0EZr9WQ8KQ9w0Xej1oevIIEw2J8rI3uN7Lv0s83IUREJiz7gvcF7gvcF41MRRl4yOCUv1ZDxiAed/2AxSW5PSBFoWH6cTVHwjW1Mf5MORIBCrkq0hL1RPPGK9C9wXu3UyLIeMNh92z/eUtYyxneDpq2gdF/dcPw6tTvLBxKju2tCNLsOGVE3EQchV7qZFkPGIB53/YDO+KLcnnjFehe4L3BVzcCIkUZuNUi6DxdyGOy1X5MIO9z5eyVaQl6onnjFehe4L3bqZFkPGGw+7Z5E+iPYyNBJj3cYzSohu+PaaxcSdKnKsUP3kpB1krFxJ0qa5W9/14vkEws0SdKn6rlfeh2I63tP7gvcF7gvcF41MRUA+GLoaCM1+rIeMP3vOxkJeqLgv+k7NfELzVGMRarq48qlz2CHazIsh4xAPPGK9G2XuC9wXjUxHG/VkPHZKzG6p8MKwLz4xXoXjXbfGIB54xXoXuCrm4Ehy1y+bP0PGIB54xWSmIpg+dNK6+82BF3Egz8l9cWkjjvorUW8bviVVlT9YxSCOVxOWTCDyJZGNF3EnSp0YiaRZqPAQ8WeYyStDo15rpsQbBN+uUqXKefcF7gvcF7g0EZr9WQ8KQ9wzIZSw2sZAi7iOk3oXtKVPjNdNkLyRpDByzWpqpqO102QvJJdDBSufrhS1046qyp+qGk95r0b9MAjB4xXoXuC9v5F1y+XjFn3DbL3Be4L2/kXW1P19ZATrirv/qyHjEqPd+TFSW5j4diAeeMV6F7gvyNL9WQ8XcVe1ehvaTkkE3eTwDt34G6VFt6FhAec3x+RCwO/md2T4ZPDvNAdYnH63h2VD0uMQDzxivQvaewGM/0W5PRsC9wXuC9wVc3AkP36+4L3Be4NuB9fdupkWQ5a2pkWQ8YgHnjFj/9y7/6sRFXtXoImXmrEdpg6yMErWpkQDn/KiF5+TVnFNh7j1yJ2bVk1Y0q6KA+nEEaCTIXkvTiCNBJkLyXpxBGga3KIbOWVumDb0atP7t1MiyHjEAvc4EUvHbmdF7Ft1gjQSYFNb53D2wM2WQvJenD0TBqx17w6icV1Eel6cQRoF8pqgju5i+KHFF3EnSpsX7S+i32aBkWQ8YgHnjFe7qZFkPGGw+7Z/xS8LcjxZ7mnvii5+Snnxrf8IHfn5TdaMoosy1YXuC9wXuC9wXtH3KldZhoZ2myF5L04gjQSZC8l6cQRoJMhZozVYaAC3H3UQ5tfyVN1V3NP3zGN4iz7T4lSLpMHpGZuejOP35zv8OxAPPGK9C9wX5Gl+rIeLuKvavQRMvNWI7aYrJc/JT0fjtUhRXruS770947h4xXoXuC9wXuC9y+OLdSgPqqUB9VSgPqloasQ35l3SgQxSclPHNWFmFC8MYi1XWHYfvjfDa9XJaVWkJeqJ54xXoXuC926mRZDxhsPu2e5se7kigzeIFCYKPDSCsmbrRLwMQMlQfTiCNA1cm6W0TCaUm0EurZ7v7vyn1dl51tZmKabW8l6cPEdWNIJ5pAdEl4xAPPGK9C9wXuC9wXuC9wXuC9wXjUxE87F0OZB06PDv/EqRRmrwfet2WFom9q9BEy4r0L3Be4L3bqZFkPGGw+7ajC4nRR7Pv8DS14O6pqG3/NO/wNLXhEoEfE5s1+rIeMQDzxivQvcF7gvcF7gvcF7h/iZiOYz/8TITx8kUiepVGMRarq48sy2RMRzHO4xAPPGK9C9w2y9wXuC8amI4WhRDIXkvTh1/6kjJjazydKn6xij+TWowbyXpxBFVFmnrbM102QvJOVzmC4jU98UmrC9wXuC9wXuC9wXuC9wXuC9wXt/IutsbvZ+L91hruJOlAhwRIRv6CqNFLYjEXkvTh3U0cTCIStvO0l3WIgjQSYBzLLFwNimxLJYzPOmQvJRp/jAJcfFLxiAeeMV6F7htl7gvcF41MRw0yYFP/DXBQFz/ZyKdrnrb/hWl9YghJnlYLFuoICRHJHbUjNblBH6p4GXQbfcSgRLrS4XWV0L3Be4L3Be4L3Be4L3Be4L3Be4LxqYijNgrf5UtnjFeqvXCnSzgHql49w4xivQvcF7gvdupkWQ8YbD7tn/H42AzY2vJ2a+IXelwNhPsZ3gbNDPhvZRhpT3xSasL3Be4L3Be4L3Be4L3Be4L3Be38i62Yby0Y7nDQSZC8kYtSmWmaCQbRdxJ0qa7AgVtWqV1ToDj6LuJOlTXjbLHZlqwtLk6VP1jEecig+tlrXDjGK9C9wXuC926mRZDxhsPu2f8ikAQLXk7PPKUJQJDwpPUrejFtA/2lN/P6sh4xAPPGK9C9wXuC9wXuC9wXuCrm4Es1t/9cmCuEbEIvPus9ynnxrn456M5J34zWjFpBGa/VkPGIB8H9wXuC9p7AZ12wPVLphPGlTv/CNbUx/kw5qxhy1y05YddTIsh4xAPPGK9C9wXuC9wXuC9wXt/IutnBFn36gBarys4+xdeQJDwpRWu9z5eyVaQl6txjFehe4L3BoIzX6sh4Uh7hnRMFyqjMJCf+JRT2z1cXuvHcG83Wrdqj10UgtF/SEbZxORPh74+5d/9WQ8YgHnjFehe4L3Be4L3BeNTETzsXQ/l5z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)

The previous image shows the following:

- Cloud AI 100 Ultra Card: This is a single width PCIe form-factor accelerator card that contains one or more SoCs. The Ultra SKU has four SoCs per card.
- SoC: This is the system-on-chip that contains up to 16 AI cores. For the Standard and Pro SKUs, the number of SoCs per card is one instead of four.
- AI Core: This is the smallest compute unit on which a neural network can be executed.

The following table provides the key hardware specifications across the available SKUs.

| Accelerator<br>SKU | AI 100<br>Standard | AI 100 Pro | AI 100<br>Ultra | AI 080<br>Ultra |
| --- | --- | --- | --- | --- |
| AI SoC<br>Count | 1 | 1 | 4 | 4 |
| AI cores<br>per SoC | 14 | 16 | 16 | 8 |
| AI cores<br>per card | 14 | 16 | 64 | 32 |
| DDR<br>Capacity | 16 GB | 32 GB | 128 GB | 128 GB |
| DDR BW | 137 GB/s | 137 GB/s | 548 GB/s | 548 GB/s |
| On-chip<br>SRAM | 126 MB | 144 MB | 576 MB | 576 MB |
| FP16 | 110 TFLOPs | 125 TFLOPs | 290 TFLOPs | 222 TFLOPs |
| Int8 | 325 TOPs | 375 TOPs | 870 TOPs | 618 TOPs |
| Connection<br>to host via<br>PCIe | Gen4 x8 | Gen4 x8 | Gen4 x16 | Gen4 x16 |
| TDP | 75 W | 75 W | 150 W | 150 W |
| Formfactor | PCIe HHHL | PCIe HHHL | PCIe FH3/4L | PCIe FH3/4L |

The Cloud AI 100 Ultra SKU has four AI 100 SoCs and a PCIe switch on the
card. The interface to the host is through the PCIe switch using a PCIe
gen4 x16 interface. The PCIe switch connects to the four AI 100 SoCs using a
PCIe Gen4 x 8 interface.

The Cloud AI 100 Standard and Pro SKUs have one AI 100 SoC on the card
interfacing to the host using a PCIe Gen4 x 8 interface.

## Next steps

> 
> 
> - [Check Cloud AI accelerator card health and functionality](https://docs.qualcomm.com/doc/80-92111-1/topic/check-card-health.html#check-card-health)

Last Published: May 01, 2026

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