而在2011年的1月24日,金山網絡宣佈推出1TB(約合1024GB)容量的網絡 硬盤“T盤”。 日立Deskstar 1t2025 3.5寸7K1000硬盤爲1TB產品,採用SATAII接口,7200轉,延遲4.17ms,尋道時間8.5ms,32M緩存,5碟裝10磁頭設計。 毫無疑問,全地球所有的硬盤總容量加起來也可能不到1BB。 地球上有60億人,每人要有16萬個1TB容量的硬盤,則全球硬盤總容量才能達到1BB。
AN+a6YUmZbZbE+3SVsSY60utOJVgpUDkGouKRrJWvPAEFSErNbC1vEhPv29OqsHQvT2DpG/WP5XYtXePFuTypC4+xtASrw0uNqStClcncDwEEedfNB7W2kbNfIUm0Wu6KtKHSoremokrj+9uB8RCEObSAc8FQwDlXcfUzqLpWN7TnQx6DJjR37xby6v5NtG150NrQW8Ht4iFnHlkjPANfNK8exR7RS7imXZuiWqLeltLacNSUK3KCQkKUQlOewJyD5jPnWs6m1wErd2EAgqsURdRU4ZGQHtJDhzPntbsSPp679fOtMGTK6S2/Tlkt0dxTby2Xyu6tpJJS4uZILs0AjsEvJTjsmraew37NFu1Lrq89Qep85WrGdLpYiQ/xl76XLkFeI7ISgklTbSmwhK1cKWlZx7gNVr0h7JXtfWu/MT4vRq5OyWHjiQ+4iC8zjsWns4HPmEk/RV3PZC6d+0NovqdNvfUvRF7h2262kwZU+5aoYnOLDKitgKZDRcyC46Ml9WN6jj3uF2B+sW/Db93SE0kQpHXP82/M8u7klTqNqGPqvWlwu7MdaWgsMM5PJQgbd314J+sU3ghvBGHOO9d+plRWNSXZuJIbMdqc8lvBzlIWcc/RScFtncUrUQr41k1Y90lTI53EuKtNMzRCxrBsAFk22lSvDQlaishO05974D66ttozTkfSumYFqYaQ2tpoLf2j57p5Uon1z+6qktKU0tLjLig4kgpV5pI7EfGpc0z7Qd0iqah6ptTMplO1tcyMsodA9VNkEKP0FP0VYcr1tLRyuNQbOOwPJRGPUtTUsb1Iu0bkKq/XPqbcOpOv7hd5L3hQ4TqokKOSctNJURuI7bieT8cCo4WH5KVBGUZAIUDyn/w/dX0Buvs29Gtcy1auh2hvM9RkqejOqDbilHKlbQcZJ5Px71zr9njoTpOMmbqS2W6LFB2hydMWgKOOwKljJwOw7irBLg0szjOZGm/MrUcO6VsDwuiioYKeQBjQC0AbW7773POyqH0Y0Jd+oOu7bYreh4NNuodmPto/wCLspOSonsDgcZHJ486vjqzV8DpnpiND8VL9yUz4cdlI4UsAZXtJOxsE/NHbhI4Apd0lpnSGnbWyxouy2yFbnkBxswm0JQ6CMhe5Pz8jz5qF+vFwgStVRmI0nxXo0QNPpSchBKyRn44PPpn412qH8FoHSxkF55+yz3MmZvt1i0ZMZZFGCAOJ8XeOyjtx1yW+uQ6lRdcJWpRPzlE5JqvPXF8o6pNMreebZ/EDIedbQN6W1fjMEpUPfQr3dqSnJK1NpxgkifwsNYUVHHmc9hVeeujSV9RbrMebCmIemLc7veALLahIuO17aUqDhQTuCBydpPO2qngl3VRJ7EniN2xAMHNY9C7dbmDHVDU+bfNjbVRFsuJU2lW0NuKUrjIUhBSdygorIITmrA2qNp+52QWhakSnXN7Li1PDciI2UjKi1wcncd4HOOSrFVc6Qu2K2MvrQISmI8ZlMxMp1AUt1lfLSUlKk5JC/eKFEFKhgbqlHRl/t1tQbZYJbMe3reLHyl1hlKUtrALoWjKlpSCUbd3zScZJThKsrawt0U7yL3Oqx+W2+57trKCkfQT9bJURDjtcgEi+1hz4kb9/JOW+IjPsXZx5YaC0Kjw3EJQWlqDA2oRtVtSUArPPJBBxlRNWpmyxJtFsuAJHjxGHcEYxuQD/fVVlSRc5zVktkizot6pKnwY0gLceB2toUopSkE5yj1PnggirY6mhpg22LCa7RmUMpATjASkAfuq8ZDlkqauWZ7tQcGi/gOe1ge0LMukWmjocEiia2zw5x7jc3B7fP6KNeutqN30TAusZpRkQ3yx4iUklCXUkA8ckBSU/RmmDaGH7LYLTbZLiC8zGSFhKsjceTz9dTpHtStQ6enWMP8AguSmvDacUCQhecg8c9xUK6msN40vOj2u+RwzJSwnsdwUkcBQV5g4pHONC6lrnVLBs4ce8LQuifH24rl6HDpHDVE42HPSRfbuuSleFJakI8NZ5xgHFZotEcFS1oC/Xd2pGtTx8RIzTneVthbgOcd/U1UoHvOwK06siaBdaLKhUy5LYRt8Jk4XgduKdV0bDcVCm1cJOKYFn1nboGq4uk0W6cgTYipKJ5aHyZxQOFNlYOQ5xnCgM44PlTjOuNLTdSu6AReG1XtuGJrkZKVEtNk8FRxtST3AJBI57U4jkICYOiLdgEm3rSzc8mawgB0H3gRkKFc9s03CWvYYpQsH0GKdNtdWqOknBC08V1FCW1b0pHI9KcNm0hcbGTseC0RbXGjNEISkHjsKTNRz2YERACA6+854bDROPFUElW3njskn6qWVKWU8DkUxNeiU9qC0tsJcQzAS5IkOYwlO/AGVdsgJVx/nV4mlLYS7mlKGlZUVjYzsOPkstDa9v6epdqtTDIbbdkJZcQlPJCiMg89ucfXUz9SoLPyZwhXkaaXR/pq7HvL3Ue+s+Ak5MBlSfeOeN5GeO/Hxx6UqdSb62WXUJXk4IHPetB6PqOpj+Z97E7X7Fgf/AFHY1hD4uqpgLsZZ1ubv9cFDrqPzhCeRmivN5wDjvzRW9NuAF+cZuTspqsTXihccOraC0lG9BAUjIxkE+Ypjax6YT7VfVLt2oZ/ydxtLiUPqSsknvuISP0s9sU/LIrw3EHsQaU9ZIDjEKTkZUlSPs5H7zXz70lQOfh5nZxaQeAPHbndfov0YS9VV/DuOzr93DwUIL0jqFbanzeXsoKgEgYA+quZvTF/MZtk3DcUnO853HHGDjHn8PrqTNifCX6GkwkpQtKk8hRr51fXTxkO+Xh/Q32W/spYyCN/M+6rvr/QV53Fx26vbVbjtTg478gnPftTZ1vo3UHR7WXTFesLrEVptcT5Va/Dd/Pp+VNtvPx3yUYZb+UElGFBJKd207iG5y1Q0ZOWSDlWUpPkCT+zv+6pS6oeyP0/6q6jter7reLlb340aNFmNRwhYktNNlKUAuBXhgHYr3ByUDOauOQnT4o2qDgDawFmhvG9+AChczSQ0QgDiQDcncnstzVdJfVTp1b5Dsd++NQ9jq0JRIZeb2YV5lSAMYxgk4PkaTnOs3TQvKQNURMADCi24UE5x324/b257c1ZbUXsidIpcCfOiQ7q5PbjuuMgT1t73ACUpJb2kgqwO/bA4AAqnK7RYWn1LXpyC4tIG3ddZqx3748X9+c+lO8TweDC3N+Jv83guYXiEmKsLqax02unTC9pDp5p25M3G26olNSmV7mnGbZLUASO+fC24x9X01ISfbKl31nwYuunW0KHdq0lpRH+kpvI+oioKmQbK4tbytNQlLUtThPy6YMknJ4DuB/d5VtTNt8ZlLTemrYEE4UC7JVnjzy771Jw1lNTsLIJHgHjYpzLhtRKRJKxpI7Qp5sftO3y3PBxrV1wmpz7zUmE4+hfPrtyPqI/39GpOuOoNYtLYu92mIhqAPyZmAths/TkZXn4k/RUK6Li2q93cWuXpqyobUhawW2FlQKRkY3qP/fNKGvrHZtLzY4t2m9Pupfb3bpFsbWeAPM+Y5Fen1jnQEdY/T3lcZQATD5G6u4J4/wAsrGlvC0y8JJ4EB0ntnj3OT9GfL4VrXr+xtIQ4pq6kbeyLPMVn7Gjz8Kir8dupb2M2yxx05ztRa2MH6ig1zPTVzGkR5NqsjqGzkBVpi4HxHuVFn4UncFP+oqu0KSV9V9JtLdcVA1MSjgpGmLkPrB8DkfXW1HVvR7yXE+HfUFA58TT1wAHwP5nnz+oVF7srxm0sqs9jW23w2n8URShGOwGW+OwrJEydHjPx2WrU2iQktutt2yMlLiSDkEBsZBBIx8a7ejbwB8156iqO2oKZLT13tWmXVzNP3e/RFLGxfg2aaMj4pLPvY+jtmnBG9pi+TW/lrOtLu1sVwiRHU0o4GeGlpClD/VIyKr8m4ymFl5lu3IdVkqW3bIwJJ78+HmspGpbwwyt9c7eloFe35O2lPA54A4+mnEVc2Nojgc8f+yTdhjpPmlDT9FY66e2JdjEREMxSJKUhsvx7HI8dZx5FSdnb+aKazftE3mYiUlM/VhiOgIeeebcQyCrskuKUAlR7Yz2NV00l1Ev2pLitL9yG+O0paCWkZGVAFI93IHIyKdi7xe3UpD95mLOQNqVEJGD6CnNViDmuDJnOJt/UkocJAGqJrQD3KQbp1has7wjfyTvkrc18o3RnI60hOcc4e4HIwTgcjnyr2z9XV3qUY7vTfWUEYKhIl2na0lIGSpSgo4T8cY+nNR0bndirw/x5PCMcjxl8/TzWAm3NJKhdZQPckuKP99Ronpzxj9U++DltbUPJSQ91gitLbL2h9SMsKVsblSG40aO8efmLeeRuOAePnDzAr1nqlcbgtSbX011LMaBID8cR3m8ZwfebdUM+Rz/uqO0XW8g7lXyfkDjDqsj9tequt6Vkm8T17cAkvKOPtNd6+l/t+q8/AzcdfopfsvXTXOlxLas1mu8FiMoGWkXK37I6lAEBaXHcIUoKSRuAJ7jgGm9dOvUm7SzcL3p++XB5YOHk3CBK2gDJwG5KsDz4GBjJrg6dszri7JL0uS6GykgKUSE/RSLfZt1bvMtMe7S20g7AlLisAYHHB7VIurNMDdeosPLUdlw4M9v85pFzzsnPZvaDvEaK8xp3R/UBERxeXRDhSFNhfqQ2CkHzOPXmuaD1rjTFuNnSl3Q9vJWJjjcdaiT3KHlJWT8cfTTPS/cyrc5d5i8/5xJ/bVxfZLtcRfTeXPuLCZZduTgbU+2hZSAhGRk8jk9vKnGGwR4zP8MLja+5JHkorFZP4JSmrNjuOVjv3qv8bqiy4sqcsUxlpIzvLqFA+RA27t30DJpPsPTLWfUnq1dr0/oG4uW2VZoLMGarxG4zamy+ovtOrSlDwT4h3JHcqUnnOFXqlKsaSWfxTCUPMeAj/dXdHuMOFBU9JW1FisIys8JQhFXCDK7MN1VEklm23PDbjzVClzo3EXimiju47fpyXzZ6fWOVIuc+2vRoTEmK45CeeeUgpaWlQyso24KjhZ7e8QoDO0innbXLguaXbxNt7fyJ1Ec5gIcU3yk7UgoUUoAUAlYJzlOfUq3Uq12W2dUrrNtK5Asd6dTOzFZdLyikqJCdp4G8K5Vx7wPcjCbGnLtsyRDeSm4sOMv/AC1xhQbcSHnDhaTgLVgqVyTuG1XYDFU5tUKxuimkdYHi0n8HN1+BuOA7eCsWiSGUP0jUQA3U0WMh4Mc222//AC4gbpz6E09/KHX9r0tIktTId5uKV8R0MH5M1+dWFKbSE7ylLvAOU5B4Jq1mp5OlbNHS1db/AG6AywgJSJElIVgDAGCcqP2mqdEXWPNhOWy5xbay3EU5HLKFNLSk/mj3O/kIPzvI5wM4pEnQm50sG5XmRPdzjG9QSc/zieSPoqMqOkh+W6iSjgZ1jxxcbi+w5dvap/DejVmdcPhqcVcYRYgsa2+4JFwdhY8QrQJ639JrG+tDeoDLLfKvk7CiB6ncoBIHxJxUZdSeuvTfqZfLZaNNib+MIzbu5x9tKEOoBB2pO4lRHvH6NxzVTOoGrbk5eZemdMxUMMxFllawCd6xjcrn4nHOaQNG6fmw9Z2zUM25yZE+NIS6hSl+6nyIAHABBIIxyCRUg3MeN43Drr3MaxwBAA3I5c9lYqDo5y1lOz6DrHSjgS4ADxAG/h6q4lsO1ZIxx2xTim3BEeG2lZ4701LO8l5KVpVncM9/KstU3Zi229TrylbU9ynnFKUr9JXa5vWWZzKd1tZgStq3WEbgoKCsdiPOlT8VWtEkvNR0B1we8scKPHYnuR8KrMx7VeldMarVpHUDd4hrU2HGHlWxx5qQD327AVjHmSAKnzSWpYOo4yZ8GUl1tR4IJ8/p5H0GpHqS0AvCZ1ML4AS1/DY25dxTyjx0ttgBOMV652JPlWSFEJH0VqfORg5wfSh1rpFj3NZYrXnPfGO/1Up6V0xE1FPbu9+gufIYStzKHcpS6ryGPMDuT8MU5NE6SUqKm/SOVOA/JwDnAP6RHr5Y+munUDExttaUBeAMcirZgeAx1gZNO7bjbj4LK85Z/mwNssFDGS+1i/fbwH6rHVOsGGGVIaKEJSnACeAAPIfCoR1BenbxKUeQgH7aUtWuTUvbHirw1HvTZx3+Fbfg2GxUkYe3ivgPPmb6zGqp0Elw0HgvEo4oooqd1OWb7lTHFWGiCO9Kl6cdlWXcztK2SFYJ8jxxSOjiu2LKLSxuII/mkZBrMsdwpuLUclMf+QsvvPL+JuwmsZUgfhPpzTXckvHcndtJIOOKT33n0uFQWskk4AHJqU7dIt2QX4MRXxLKSf3U5oV0gtJAZaZbAA+YgJ/dWC1HRJVFxD6mw7gfcLcIOkikkaCyHzKrLG07d7/qi124Wi5vRnJzCZDrbK9rDe8blKOMJAGe9Wcu1z2KKUKJTgYGK8m31stlKVgeWBTZmzFPrPIwe5FXnJOS25YiezrC8uNySLcuHNVPNubP40WaW6Q0W43S9CmOOJcClZygivnKi1MtLLimMLUQQFrKiCB5+Rr6GWjK0q/0TVDXo2cBTOAgkDnscVCdIwEb4Lf+X6Ky9Gzy+GbUf6f1SI5DBJ/NJ5JPfFczkZScpDDZwM9/OltbCOSEjHn9FTv0f6C2idbGNV64giQZKEvRIThw0hs8hbg7kkcgdgO+c8Z9SUklY/q4+XFaTU1TKVl3cVEnQ6w3G7a1S6iH4rDDDheKAVbQRtHb4mnL16tEbfbHoIH/AAZC0PjGdhzxn0BxViL7Dgafsj0HTT0C1RykocMeA6tKR6q8FP7TUMH8VwZMxK7q1d3JbRbW4224lpKVHn54BJwMY8ualZ4RSxfDA8ef7KYRPNS/4m3DgN/U2sq+GPtyT4fPqn91CWEEZ3J+ynFqKzJtl8nQAkFDTpCOc+4RkZ+OCKT0xkJSPcFQJBBsVMXBFwk3wmwMJWkDJPY14lpsnuD9RpVDHHzBWPgEHgYo1I2SeGWx/wA7j4Ypu66vMLT2nZkl1QW842pthtPKlqIxkD0Gck+VO992PEaLst1tpI/TcUEj9tQJ1i1JbtR3eNHs7/jCG2ttxYOEEk84J7jH209oYHVEoJGwSU8gay190n6Ivd303dRcrjaZbW4FDmWFBCkKIJwcY8gfqqc7JerdfWjJt8xToUeUFG1SOOxFV40++pwrKWn20soQhxxMpwJQfQJKSBnjjtTmt14m2S4pk26apK04LiCQDtPfPkRU1WUbag3vuOCbRP0Mup0DbeTuK8+fu1l4TfBKl9+fd8q2WqY1dYTE1glSXmws4PYny+2ussEcZV9tVl4MZ0niE+BDuC40tN/zln/V8qHY5Ukpa3b1cIGPnK8qUEMKcUGwCVEHA781ovVruAbbgpaLch05Tk4Iwe5A7dqWponTvAAuE/w2mNXUsjttfcp7dLRcGoJNx0deIrq1FSnVMKAV6YyK1an0FKEuRcLMiVJbcUXVxijDzZ7q4/SA78c/CkzQmjdYrubwlQ4CvBa8Rt9cZsyZB8kIVv7/ABUgeXPNSNZJ9wnJtEpiCpTM8FyO+hpTbrRB7OIJOM4J9CAe3Y2oUcdRTiNwIA4KfxWiiBMUZAAHI7Da/aewqH0sqWrPguH45xmrfey7bGLT0iW+wlxBnXSXKcCllR3+6g9wMD3BjGRjHNQP1L00xa7hFuESGhgTAoSEIO1CXQclQ+ByOB2OasZ0GES09F7dMmvhiO49JkeI6obAkuqAIOcEEJzx5n1zS2V2Nw/EpDOQAxu5vsBtxWOZ8jkfhogjF3OcAOd+PCyXbnOi2tDt0ucttiMyN6lqOPqHrUAdUeuErU7K7BbGkxreHQScZU4pPKdx8xnnFcvWTqCvUV3eMOSfxWyrZGRyN3HKsfGocmzN0qPlXuA5+3P95qh536QKrMcz6GhcW0wuDb/nbmT2dgVq6L+imlwWJuJ4iNc7vmAP/Hu8Ut6ifm6g0zJamPFU21uNz4TwOP00hbRAIzu90gZ/RPrXBYbppuZc32ErYM1+EVNKR+bacQCs4RuAWlRIWMlIHupHGKdGiL/BtNxcFwt0KW1I2oUmVHDwA9Eg8DOecg5wKtFpNy7i2Ms6etsa3Qlp91uPHRGG0/5iEoP7KnsiYd8fg9zLYi4AHIcd1BdI8DKLHusij0u+V17DcgWu3sO/Yqm3kLTeZTJSoIa2MtFSyoLTsCitKsDKSpZORxz9dcIQhL4AyCAe3xP/AGVNHWlL9mstr0iXHDGirBiMqUVBlKElIA3kqxhX0cedQu42UupUOxOwn937qzrOuH/w3G5Ii/WSATy4jgtfyFW/G4HE7Ro03bxve3P6qLHIQdnzrgsHxX3nHVcfzlE4/bWm34au7OBj3hk/DNOe5QPCuEltCTglShn0V7w/f+ykJcBbcxDiQcg1oFIWS00b2cC0fkoWrDmVDmuG91OWkrgUtNtrVnAwD8MU4rnY03qI40sEhQ+qo+0pL3xm1595IxUnWKUVpCCrginrDpURUsLXiRvEJjI6UiTe2pkq3MOSmQUCQogYTUr6Y0vDsrW2E2kFeN6gOCR5fVXTEYYXjejcrPcjmlllbUZgk4AHNSkcheACU1xTFKmtYI5QLLqSChISrBIGc1CfXfrLI0qlrT2nMuPOrKJ8pA/4s0R8xHqsnuf0R8ezz1vq1+HAWzAWW1ve5vB94fRUAa7htO2x9bikkpSo7vPPrSE9SGu0MS+CUBllbNNwHAKZOl/VPVFuszV209OVIipIS/Hc99CgMe8Unz4AOMGp/wBKdWNI66aRClrRbbgsYLLqsNqV6JV8fQ4NVI6LMyIWioyg4dzinFkEd0lRwRT2agIuBV4Kwy+gZ4GAr/trI6fP2JZRxaWKkfqgDvwncd9uzfsTvNWS8IzFrFSwMdycBv8AXtCn7VmjWpCVKDII57VE1207Kt7qtoJQfWu7SvVHUunlItd/SZ9uzt2rVlaB6pUf78ipKhsWHWsQz7Q4FpA99pQ2uIPxB/fX1HkHpdwvMLRBr0S/0O4/+p4H8+1fDfSz0BVtE41cDdbOTm8PqOShBTSkkjHb4UVK0jp+rxlZYI+jFFbCMchIuPzC+Zn9HeKMcW24dxWScjvWxKskVr3ZHnW1tJPlUQe9fUbWXOy6G3VA8E12Ny1JHCiPrrkQkjyrZtxjNNnhpT2MObwXT8pUvgkn669QolWK1tRnHMbeB3zXdGhjcAo5pu9zGhLxxPkNylixJyk/HP7qo9IhqZW42ttSVpUUqSv5yVA9vqxir42OIhI7eVUn1En/AM+3X/3×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” width=”602px” alt=”1t”/>
衆所周知,在計算機中是採用二進制,在電腦世界裏,以2的次方數爲“批量”處理Byte會方便一些,整齊一些。 1t2025 所有乘數詞頭都是1,024(2¹º)相乘而不是在國際單位制詞頭採用的10進制“1,000”(10³)。 儘管有可能混淆,二進制乘數詞頭經常被寫做和發音成和國際單位制前綴完全一樣,而不是使用下面描述的國際電工委員會(IEC)系統。 1t 這些詞頭被廣泛使用,但是和國際單位制詞頭的定義相沖突。
國際單位制詞頭的名字和值在1960年國際單位制詞頭標準中制訂,是1,000的乘冪值。 而硬盤廠商在計算容量方面是以每1000爲一進制的,每1000字節爲1KB,每1000KB爲1MB,每1000MB爲1GB,每1000GB爲1TB,在操作系統中對容量的計算是以1024爲進位的,並且並未改爲”KiB”、“MiB”、“GiB”的二進制單位,這差異造成了硬盤容量“縮水”。 1t2025 Windows Explorer(Windows資源管理器)採用IEC標準(二進制乘數詞頭),卻採用不標準的書寫方式,採用國際單位制,GB應寫作GiB。 國際單位制(SI)詞頭的名字和值在1960年國際單位制詞頭標準中制訂,是1,000的乘冪值。 計算機存儲單位一般用字節、千字節、兆字節、吉字節、太字節、拍字節、艾字節、澤字節(ZB,又稱皆字節)、堯字節(YB,又稱佑字節)表示。 換個方法說:假設地球上有100個硬盤廠家,那麼每個廠家要生產10萬億個1TB的硬盤,地球硬盤總容量才能達到1BB。
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” 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