捉摸 | 1 ftm | 2 ftm | 3 ftm | 4 ftm | 5 ftm | 6 ftm | 7 ftm | 8 ftm | 9 ftm | 10 ftm | 11 ftm | 12 ftm | 13 ftm | 14 ftm | 15 ftm | 16 ftm | 17 ftm | 18 ftm | 19 ftm | 20 ftm | 21 ftm | 22 ftm | 23 ftm | 24 ftm | 25 ftm | 26 ftm | 27 ftm | 28 ftm | 29 ftm | 30 ftm | 31 ftm | 32 ftm | 33 ftm | 34 ftm | 35 ftm | 36 ftm | 37 ftm | 38 ftm | 39 ftm | 40 ftm | 41 ftm | 42 ftm | 43 ftm | 44 ftm | 45 ftm | 46 ftm | 47 ftm | 48 ftm | 49 ftm | 50 ftm | 51 ftm | 52 ftm | 53 ftm | 54 ftm | 55 ftm | 56 ftm | 57 ftm | 58 ftm | 59 ftm | 60 ftm | 61 ftm | 62 ftm | 63 ftm | 64 ftm | 65 ftm | 66 ftm | 67 ftm | 68 ftm | 69 ftm | 70 ftm | 71 ftm | 72 ftm | 73 ftm | 74 ftm | 75 ftm | 76 ftm | 77 ftm | 78 ftm | 79 ftm | 80 ftm | 81 ftm | 82 ftm | 83 ftm | 84 ftm | 85 ftm | 86 ftm | 87 ftm | 88 ftm | 89 ftm | 90 ftm | 91 ftm | 92 ftm | 93 ftm | 94 ftm | 95 ftm | 96 ftm | 97 ftm | 98 ftm | 99 ftm | 100 ftm |
海裡 | 0.0009875 NM; nmi | 0.0019749 NM; nmi | 0.0029624 NM; nmi | 0.0039499 NM; nmi | 0.0049374 NM; nmi | 0.0059248 NM; nmi | 0.0069123 NM; nmi | 0.0078998 NM; nmi | 0.0088873 NM; nmi | 0.0098747 NM; nmi | 0.0108622 NM; nmi | 0.0118497 NM; nmi | 0.0128371 NM; nmi | 0.0138246 NM; nmi | 0.0148121 NM; nmi | 0.0157996 NM; nmi | 0.0167870 NM; nmi | 0.0177745 NM; nmi | 0.0187620 NM; nmi | 0.0197495 NM; nmi | 0.0207369 NM; nmi | 0.0217244 NM; nmi | 0.0227119 NM; nmi | 0.0236994 NM; nmi | 0.0246868 NM; nmi | 0.0256743 NM; nmi | 0.0266618 NM; nmi | 0.0276492 NM; nmi | 0.0286367 NM; nmi | 0.0296242 NM; nmi | 0.0306117 NM; nmi | 0.0315991 NM; nmi | 0.0325866 NM; nmi | 0.0335741 NM; nmi | 0.0345616 NM; nmi | 0.0355490 NM; nmi | 0.0365365 NM; nmi | 0.0375240 NM; nmi | 0.0385114 NM; nmi | 0.0394989 NM; nmi | 0.0404864 NM; nmi | 0.0414739 NM; nmi | 0.0424613 NM; nmi | 0.0434488 NM; nmi | 0.0444363 NM; nmi | 0.0454238 NM; nmi | 0.0464112 NM; nmi | 0.0473987 NM; nmi | 0.0483862 NM; nmi | 0.0493737 NM; nmi | 0.0503611 NM; nmi | 0.0513486 NM; nmi | 0.0523361 NM; nmi | 0.0533235 NM; nmi | 0.0543110 NM; nmi | 0.0552985 NM; nmi | 0.0562860 NM; nmi | 0.0572734 NM; nmi | 0.0582609 NM; nmi | 0.0592484 NM; nmi | 0.0602359 NM; nmi | 0.0612233 NM; nmi | 0.0622108 NM; nmi | 0.0631983 NM; nmi | 0.0641857 NM; nmi | 0.0651732 NM; nmi | 0.0661607 NM; nmi | 0.0671482 NM; nmi | 0.0681356 NM; nmi | 0.0691231 NM; nmi | 0.0701106 NM; nmi | 0.0710981 NM; nmi | 0.0720855 NM; nmi | 0.0730730 NM; nmi | 0.0740605 NM; nmi | 0.0750479 NM; nmi | 0.0760354 NM; nmi | 0.0770229 NM; nmi | 0.0780104 NM; nmi | 0.0789978 NM; nmi | 0.0799853 NM; nmi | 0.0809728 NM; nmi | 0.0819603 NM; nmi | 0.0829477 NM; nmi | 0.0839352 NM; nmi | 0.0849227 NM; nmi | 0.0859102 NM; nmi | 0.0868976 NM; nmi | 0.0878851 NM; nmi | 0.0888726 NM; nmi | 0.0898600 NM; nmi | 0.0908475 NM; nmi | 0.0918350 NM; nmi | 0.0928225 NM; nmi | 0.0938099 NM; nmi | 0.0947974 NM; nmi | 0.0957849 NM; nmi | 0.0967724 NM; nmi | 0.0977598 NM; nmi | 0.0987473 NM; nmi |
在英國和美國慣用系統中,長度單位等於6英尺(1.8288米),特別用於測量水深。
帝國之謎中有兩碼(6英尺)。 一個人的伸展臂最初是一個伸展臂,其大小取決於它是被定義為千分之一英里(海軍部)海裡還是帝國院子的倍數。 以前,該術語用於長度在5-5 1/2英尺(1.5-1.7米)範圍內的幾個單位中的任何一個。
單位名稱 | 符號 | 定義 | 與SI單位的關係 | 單位制 |
---|---|---|---|---|
捉摸 | ftm | ≡ 6 ft | = 1.8288 米 | Imperial/US |
捉摸 | 海裡 | 捉摸 | 海裡 |
---|---|---|---|
1 | = 0.00098747300215983 | 6 | = 0.005924838012959 |
2 | = 0.0019749460043197 | 7 | = 0.0069123110151188 |
3 | = 0.0029624190064795 | 8 | = 0.0078997840172786 |
4 | = 0.0039498920086393 | 9 | = 0.0088872570194384 |
5 | = 0.0049373650107991 | 10 | = 0.0098747300215983 |
海裡是指定義為1852米(約6,076.1英尺或1.1508英里)的度量單位。 歷史上,它被定義為緯度的一分鐘,相當於緯度的六十分之一。
單位名稱 | 符號 | 定義 | 與SI單位的關係 | 單位制 |
---|---|---|---|---|
海裡 | NM; nmi | ≡ 1852 m | ≡ 1852 m | Imperial/US |
海裡 | 捉摸 | 海裡 | 捉摸 |
---|---|---|---|
1 | = 1012.6859142607 | 6 | = 6076.1154855643 |
2 | = 2025.3718285214 | 7 | = 7088.801399825 |
3 | = 3038.0577427822 | 8 | = 8101.4873140857 |
4 | = 4050.7436570429 | 9 | = 9114.1732283465 |
5 | = 5063.4295713036 | 10 | = 10126.859142607 |
捉摸 | 海裡 |
---|---|
1 | = 0.0009875 |
1,012.6859143 | = 1 |
Symbol | Definition |
---|---|
≡ | exactly equal |
≈ | approximately equal to |
= | equal to |
digits | indicates that digits repeat infinitely (e.g. 8.294 369 corresponds to 8.294 369 369 369 369 …) |