Metrisches ISO-Gewinde
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{{Box|bg-o={{Princ}}|col-o=ffffff|bg-h=eaeeed | {{Box|bg-o={{Princ}}|col-o=ffffff|bg-h=eaeeed | ||
− | |text-o=Metrisches ISO-Gewinde | + | |text-o=Metrisches ISO-Gewinde |
|text-h= | |text-h= | ||
<div class="editbutton" style="text-align:left; ">[[Formelsammlung#oben|« zurück nach oben »]]<br></div> | <div class="editbutton" style="text-align:left; ">[[Formelsammlung#oben|« zurück nach oben »]]<br></div> | ||
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− | + | Die Gewinde wurden in der [[ISO 1502]] von 1996 ''„ISO general-purpose metric screw threads – Gauges and gauging“''<ref>[http://www.iso.org/iso/iso_catalogue/catalogue_tc/catalogue_detail.htm?csnumber=6092 ISO 1502:1996], iso.org</ref> (DIN: ''Metrisches ISO-Gewinde allgemeiner Anwendung – Lehren und Lehrung'')<ref>[http://www.beuth.de/langanzeige/DIN+ISO+1502/2872869.html DIN ISO 1502:1996-12], beuth.de</ref> erarbeitet und in den [[DIN-Norm]]en DIN 13 und DIN 14 detailliert ausgeführt. | |
− | Die Gewinde wurden in der ISO 1502 von 1996 ''„ISO general-purpose metric screw threads – Gauges and gauging“''<ref>[http://www.iso.org/iso/iso_catalogue/catalogue_tc/catalogue_detail.htm?csnumber=6092 ISO 1502:1996], iso.org</ref> (DIN: ''Metrisches ISO-Gewinde allgemeiner Anwendung – Lehren und Lehrung'')<ref>[http://www.beuth.de/langanzeige/DIN+ISO+1502/2872869.html DIN ISO 1502:1996-12], beuth.de</ref> erarbeitet und in den DIN- | ||
* DIN 13-1 behandelt Regelgewinde von 1 bis 68 mm Gewinde-Außendurchmesser | * DIN 13-1 behandelt Regelgewinde von 1 bis 68 mm Gewinde-Außendurchmesser | ||
* DIN 13-2 ff. behandelt die [[Feingewinde]] der metrischen ISO-Gewinde | * DIN 13-2 ff. behandelt die [[Feingewinde]] der metrischen ISO-Gewinde | ||
− | * DIN 13-14 ff. behandelt Grundabmaße, Toleranzen, Grenzmaße, Lehren usw. für diverse Gewinde (wie mehrgängige oder Bolzengewinde) und Muttern | + | * DIN 13-14 ff. behandelt Grundabmaße, [[Toleranz (Technik)|Toleranzen]], Grenzmaße, [[Lehre (Technik)|Lehren]] usw. für diverse Gewinde (wie [[Mehrgängiges Gewinde|mehrgängige]] oder [[Bolzengewinde]]) und [[Mutter (Technik)|Muttern]] |
* DIN 14 1–4 behandelt Gewinde unter 1 mm Nenndurchmesser | * DIN 14 1–4 behandelt Gewinde unter 1 mm Nenndurchmesser | ||
Siehe [[Normenliste DIN 1 bis DIN 499#DIN 13-1|Normenliste DIN]] zu einem Überblick über die Reihen 13 und 14 | Siehe [[Normenliste DIN 1 bis DIN 499#DIN 13-1|Normenliste DIN]] zu einem Überblick über die Reihen 13 und 14 | ||
− | + | == {{Anker|Regelgewinde}} Regelgewinde allgemeiner Anwendung (DIN 13-1) == | |
− | Regelgewinde allgemeiner Anwendung nach DIN& | + | [[Datei:15-03-03-Fahrradreparatur-RalfR-DSCF2634-00.jpg|mini|gleiche Innensechskantgröße mit verschiedenen Gewindemaßen]] |
− | (Feingewinde gleichen Durchmessers haben eine geringere Steigung.) | + | [[Datei:18-03-16-Schrauben-M6x20 RRK3198.jpg|mini|Schrauben M6x20 mit Muttern, verschiedene Köpfe und Materialien]] |
+ | {{Anker|DIN 13-1}} | ||
+ | {| class="wikitable" style="text-align:right" | ||
+ | |+ ''Regelgewinde allgemeiner Anwendung'' nach DIN 13-1, sowie ''Durchgangslöcher für [[Schraube]]n'' nach EN 20273<br /> | ||
+ | ''([[Feingewinde]] gleichen Durchmessers haben eine geringere Steigung.)'' | ||
− | + | ! rowspan="2"| Außen-ø<br />([[Nenndurchmesser|Nenn-ø]]) | |
− | + | ! rowspan="2"| Steigung<br /> | |
− | + | ! colspan="2"| Kern-ø | |
− | + | ! rowspan="2"| Spannungs-<br />querschnitts-<br />fläche<br /> | |
− | + | ! rowspan="2"| Bohrer-ø<br />für<br />[[Kernloch]] | |
− | + | ! colspan="3"| [[Schlüsselweite]]n | |
− | + | ! colspan="3"| [[Durchgangsbohrung|Durchgangsloch]]-ø gemäß EN 20273 | |
− | + | |- | |
− | + | ! Außen-<br />gewinde<br />([[Schraube]]) | |
− | </ | + | ! Innen-<br />gewinde<br />([[Mutter (Technik)|Mutter]]) |
− | + | ! Sechskant-<br />schrauben | |
− | + | ! [[Inbus|Innen-<br />sechskant]]-<br />zylinder-<br />schrauben | |
− | + | ! Innen-<br />sechskant-<br />senk-<br />schrauben<br /> | |
− | + | ! fein (H12) | |
− | + | ! mittel (H13) | |
− | + | ! grob (H14) | |
− | + | |- | |
− | + | ! d = D | |
− | + | ! P | |
− | + | !d<sub>3</sub> | |
− | + | !D<sub>1</sub> | |
− | + | ! S | |
− | </ | + | ! |
− | + | ! colspan="3"| s | |
− | + | ! colspan="3"| d<sub>h</sub> | |
− | + | |- | |
− | </ | + | !mm |
− | + | !mm | |
− | + | !mm | |
− | + | !mm | |
− | + | !mm<sup>2</sup> | |
− | + | !mm | |
− | + | !mm | |
− | + | !mm | |
− | + | !mm | |
− | + | !mm | |
− | + | !mm | |
− | + | !mm | |
− | + | |- | |
− | + | | M <span style="visibility:hidden">0</span>1<span style="visibility:hidden">,0</span> | |
− | + | | 0,25 | |
− | + | | 0,69 | |
− | + | | 0,73 | |
− | + | | 0,46 | |
− | + | | 0,75 | |
− | + | | | |
− | + | | | |
− | + | | | |
− | + | | 1,1 | |
− | + | | 1,2 | |
− | + | | 1,3 | |
− | + | |- | |
− | + | | M <span style="visibility:hidden">0</span>1,2 | |
− | + | | 0,25 | |
− | + | | 0,89 | |
− | + | | 0,93 | |
− | + | | 0,73 | |
− | + | | 0,95 | |
− | + | | | |
− | + | | | |
− | + | | | |
− | + | | 1,3 | |
− | + | | 1,4 | |
− | + | | 1,5 | |
− | + | |- | |
− | + | | M <span style="visibility:hidden">0</span>1,6 | |
− | + | | 0,35 | |
− | < | + | | 1,17 |
− | </ | + | | 1,22 |
− | < | + | | 1,27 |
− | </ | + | | 1,25 |
− | + | | <span style="visibility:hidden">0</span>3,2 | |
− | + | | | |
− | + | | | |
− | + | | 1,7 | |
− | + | | 1,8 | |
− | + | | 2<span style="visibility:hidden">,0</span> | |
− | + | |- | |
− | + | | M <span style="visibility:hidden">0</span>2<span style="visibility:hidden">,0</span> | |
− | + | | 0,4<span style="visibility:hidden">0</span> | |
− | + | | 1,51 | |
− | + | | 1,57 | |
− | + | | 2,07 | |
− | + | | 1,6<span style="visibility:hidden">0</span> | |
− | + | | <span style="visibility:hidden">0</span>4<span style="visibility:hidden">,0</span> | |
− | + | | <span style="visibility:hidden">0</span>1,5 | |
− | < | + | | |
− | </ | + | | 2,2 |
− | + | | 2,4 | |
− | + | | 2,6 | |
− | + | |- | |
− | + | | M <span style="visibility:hidden">0</span>2,5 | |
− | < | + | | 0,45 |
− | </ | + | | 1,95 |
− | + | | 2,01 | |
− | + | | 3,39 | |
− | + | | 2,05 | |
− | + | | <span style="visibility:hidden">0</span>5<span style="visibility:hidden">,0</span> | |
− | + | | <span style="visibility:hidden">0</span>2<span style="visibility:hidden">,0</span> | |
− | < | + | | |
− | + | | 2,7 | |
− | + | | 2,9 | |
− | < | + | | 3,1 |
− | + | |- | |
− | </ | + | | M <span style="visibility:hidden">0</span>3<span style="visibility:hidden">,0</span> |
− | < | + | | 0,5<span style="visibility:hidden">0</span> |
− | </ | + | | 2,39 |
− | + | | 2,46 | |
− | + | | 5,03 | |
− | + | | 2,5<span style="visibility:hidden">0</span> | |
− | + | | <span style="visibility:hidden">0</span>5,5 | |
− | < | + | | <span style="visibility:hidden">0</span>2,5 |
− | </ | + | | 2<span style="visibility:hidden">,0</span> |
− | < | + | | 3,2 |
− | </ | + | | 3,4 |
− | < | + | | 3,6 |
− | </ | + | |- |
− | < | + | | M <span style="visibility:hidden">0</span>3,5 |
− | </ | + | | 0,6<span style="visibility:hidden">0</span> |
− | + | | 2,75 | |
− | + | | 2,85 | |
− | + | | 6,78 | |
− | + | | 2,9<span style="visibility:hidden">0</span> | |
− | + | | <span style="visibility:hidden">0</span>6<span style="visibility:hidden">,0</span> | |
− | < | + | | <span style="visibility:hidden">0</span>2,5 |
− | + | | 2<span style="visibility:hidden">,0</span> | |
− | + | | 3,7 | |
− | < | + | | 3,9 |
− | + | | 4,1 | |
− | </ | + | |- |
− | < | + | | M <span style="visibility:hidden">0</span>4<span style="visibility:hidden">,0</span> |
− | </ | + | | 0,7<span style="visibility:hidden">0</span> |
− | < | + | | 3,14 |
− | </ | + | | 3,24 |
− | + | | 8,78 | |
− | + | | 3,3<span style="visibility:hidden">0</span> | |
− | + | | <span style="visibility:hidden">0</span>7<span style="visibility:hidden">,0</span> | |
− | + | | <span style="visibility:hidden">0</span>3<span style="visibility:hidden">,0</span> | |
− | + | | 2,5 | |
− | </ | + | | 4,3 |
− | < | + | | 4,5 |
− | + | | 4,8 | |
− | + | |- | |
− | </ | + | | M <span style="visibility:hidden">0</span>5<span style="visibility:hidden">,0</span> |
− | + | | 0,8<span style="visibility:hidden">0</span> | |
− | + | | 4,02 | |
− | + | | 4,13 | |
− | + | | 14,2<span style="visibility:hidden">0</span> | |
− | + | | 4,2<span style="visibility:hidden">0</span> | |
− | < | + | | <span style="visibility:hidden">0</span>8<span style="visibility:hidden">,0</span> |
− | + | | <span style="visibility:hidden">0</span>4 (5) | |
− | + | | 3<span style="visibility:hidden">,0</span> | |
− | + | | 5,3 | |
− | + | | 5,5 | |
− | + | | 5,8 | |
− | + | |- | |
− | + | | M <span style="visibility:hidden">0</span>6<span style="visibility:hidden">,0</span> | |
− | + | | 1<span style="visibility:hidden">,00</span> | |
− | + | | 4,77 | |
− | + | | 4,92 | |
− | + | | 20,1<span style="visibility:hidden">0</span> | |
− | + | | 5<span style="visibility:hidden">,00</span> | |
− | + | | 10 (<span style="visibility:hidden">0</span>8) | |
− | < | + | | <span style="visibility:hidden">0</span>5<span style="visibility:hidden">,0</span> |
− | + | | 4<span style="visibility:hidden">,0</span> | |
− | + | | 6,4 | |
− | < | + | | 6,6 |
− | + | | 7<span style="visibility:hidden">,0</span> | |
− | </ | + | |- |
− | + | | M <span style="visibility:hidden">0</span>8<span style="visibility:hidden">,0</span> | |
− | + | | 1,25 | |
− | + | | 6,47 | |
− | + | | 6,65 | |
− | < | + | | 36,6<span style="visibility:hidden">0</span> |
− | </ | + | | 6,8<span style="visibility:hidden">0</span> |
− | < | + | | 13 (12) |
− | + | | <span style="visibility:hidden">0</span>6<span style="visibility:hidden">,0</span> | |
− | + | | 5<span style="visibility:hidden">,0</span> | |
− | + | | 8,4 | |
− | < | + | | 9<span style="visibility:hidden">,0</span> |
− | + | | 10<span style="visibility:hidden">,0</span> | |
− | </ | + | |- |
− | < | + | | M 10<span style="visibility:hidden">,0</span> |
− | </ | + | | 1,5<span style="visibility:hidden">0</span> |
− | < | + | | 8,16 |
− | </ | + | | 8,38 |
− | + | | 58<span style="visibility:hidden">,00</span> | |
− | + | | 8,5<span style="visibility:hidden">0</span> | |
− | + | | 17 (16) | |
− | + | | <span style="visibility:hidden">0</span>8<span style="visibility:hidden">,0</span> | |
− | + | | 6<span style="visibility:hidden">,0</span> | |
− | < | + | | 10,5 |
− | + | | 11<span style="visibility:hidden">,0</span> | |
− | </ | + | | 12<span style="visibility:hidden">,0</span> |
− | + | |- | |
− | + | | M 12<span style="visibility:hidden">,0</span> | |
− | < | + | | 1,75 |
− | </ | + | | 9,85 |
− | + | | 10,11 | |
− | < | + | | 84,3<span style="visibility:hidden">0</span> |
− | + | | 10,2<span style="visibility:hidden">0</span> | |
− | + | | 19 (18) | |
− | + | | 10<span style="visibility:hidden">,0</span> | |
− | + | | 8<span style="visibility:hidden">,0</span> | |
− | < | + | | 13<span style="visibility:hidden">,0</span> |
− | + | | 13,5 | |
− | </ | + | | 14,5 |
− | + | |- | |
− | + | | M 16<span style="visibility:hidden">,0</span> | |
− | + | | 2<span style="visibility:hidden">,00</span> | |
− | + | | 13,55 | |
− | + | | 13,84 | |
− | < | + | | 157<span style="visibility:hidden">,00</span> |
− | + | | 14<span style="visibility:hidden">,00</span> | |
− | + | | 24<span style="visibility:hidden">,0</span> | |
− | + | | 14<span style="visibility:hidden">,0</span> | |
− | + | | 10<span style="visibility:hidden">,0</span> | |
− | + | | 17<span style="visibility:hidden">,0</span> | |
− | < | + | | 17,5 |
− | + | | 18,5 | |
− | </ | + | |- |
− | + | | M 20<span style="visibility:hidden">,0</span> | |
− | + | | 2,5<span style="visibility:hidden">0</span> | |
− | + | | 16,93 | |
− | + | | 17,29 | |
− | + | | 245<span style="visibility:hidden">,00</span> | |
− | + | | 17,5<span style="visibility:hidden">0</span> | |
− | < | + | | 30<span style="visibility:hidden">,0</span> |
− | < | + | | 17<span style="visibility:hidden">,0</span> |
− | < | + | | 12<span style="visibility:hidden">,0</span> |
− | + | | 21<span style="visibility:hidden">,0</span> | |
− | </ | + | | 22<span style="visibility:hidden">,0</span> |
− | + | | 24<span style="visibility:hidden">,0</span> | |
− | + | |- | |
− | + | | M 24<span style="visibility:hidden">,0</span> | |
− | + | | 3<span style="visibility:hidden">,00</span> | |
− | + | | 20,32 | |
− | + | | 20,75 | |
− | + | | 353<span style="visibility:hidden">,00</span> | |
− | + | | 21<span style="visibility:hidden">,00</span> | |
− | + | | 36<span style="visibility:hidden">,0</span> | |
− | + | | 19<span style="visibility:hidden">,0</span> | |
− | + | | | |
− | + | | 25<span style="visibility:hidden">,0</span> | |
− | < | + | | 26<span style="visibility:hidden">,0</span> |
− | </ | + | | 28<span style="visibility:hidden">,0</span> |
− | < | + | |- |
− | </ | + | | M 30<span style="visibility:hidden">,0</span> |
− | < | + | | 3,5<span style="visibility:hidden">0</span> |
− | </ | + | | 25,71 |
− | + | | 26,21 | |
− | + | | 561<span style="visibility:hidden">,00</span> | |
− | + | | 26,5<span style="visibility:hidden">0</span> | |
− | + | | 46<span style="visibility:hidden">,0</span> | |
− | + | | 22<span style="visibility:hidden">,0</span> | |
− | + | | | |
− | < | + | | 31<span style="visibility:hidden">,0</span> |
− | + | | 33<span style="visibility:hidden">,0</span> | |
− | </ | + | | 35<span style="visibility:hidden">,0</span> |
− | + | |- | |
− | </ | + | | M 36<span style="visibility:hidden">,0</span> |
− | + | | 4<span style="visibility:hidden">,00</span> | |
− | + | | 31,09 | |
− | + | | 31,67 | |
− | + | | 817<span style="visibility:hidden">,00</span> | |
− | + | | 32<span style="visibility:hidden">,00</span> | |
− | < | + | | 55<span style="visibility:hidden">,0</span> |
− | + | | | |
− | </ | + | | |
− | < | + | | 37<span style="visibility:hidden">,0</span> |
− | </ | + | | 39<span style="visibility:hidden">,0</span> |
− | + | | 42<span style="visibility:hidden">,0</span> | |
− | + | |- | |
− | + | | M 42<span style="visibility:hidden">,0</span> | |
− | + | | 4,5<span style="visibility:hidden">0</span> | |
− | + | | 36,48 | |
− | + | | 37,13 | |
− | + | | 1121<span style="visibility:hidden">,00</span> | |
− | + | | 37,5<span style="visibility:hidden">0</span> | |
− | < | + | | 65<span style="visibility:hidden">,0</span> |
− | + | | | |
− | </ | + | | |
− | + | | 43<span style="visibility:hidden">,0</span> | |
− | + | | 45<span style="visibility:hidden">,0</span> | |
− | + | | 48<span style="visibility:hidden">,0</span> | |
− | + | |- | |
− | + | | M 48<span style="visibility:hidden">,0</span> | |
− | + | | 5<span style="visibility:hidden">,00</span> | |
− | + | | 41,87 | |
− | < | + | | 42,59 |
− | < | + | | 1473<span style="visibility:hidden">,00</span> |
− | + | | 43<span style="visibility:hidden">,00</span> | |
− | + | | 75<span style="visibility:hidden">,0</span> | |
− | < | + | | |
− | + | | | |
− | </ | + | | 50<span style="visibility:hidden">,0</span> |
− | < | + | | 52<span style="visibility:hidden">,0</span> |
− | </ | + | | 56<span style="visibility:hidden">,0</span> |
− | + | |- | |
− | + | | M 56<span style="visibility:hidden">,0</span> | |
− | + | | 5,5<span style="visibility:hidden">0</span> | |
− | + | | 49,25 | |
− | + | | 50,05 | |
− | + | | 2030<span style="visibility:hidden">,00</span> | |
− | + | | 50,5<span style="visibility:hidden">0</span> | |
− | + | | 85<span style="visibility:hidden">,0</span> | |
− | + | | | |
− | + | | | |
− | + | | 58<span style="visibility:hidden">,0</span> | |
− | + | | 62<span style="visibility:hidden">,0</span> | |
− | < | + | | 66<span style="visibility:hidden">,0</span> |
− | + | |- | |
− | + | | M 64<span style="visibility:hidden">,0</span> | |
− | + | | 6<span style="visibility:hidden">,00</span> | |
− | + | | 56,64 | |
− | + | | 57,51 | |
− | + | | 2676<span style="visibility:hidden">,00</span> | |
− | + | | 58<span style="visibility:hidden">,00</span> | |
− | < | + | | 95<span style="visibility:hidden">,0</span> |
− | + | | | |
− | + | | | |
− | + | | 66<span style="visibility:hidden">,0</span> | |
− | + | | 70<span style="visibility:hidden">,0</span> | |
− | + | | 74<span style="visibility:hidden">,0</span> | |
− | + | |} | |
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Anmerkungen: | Anmerkungen: |