Analyse und Modellbildung einer Planeten-Wälz-Gewindespindel

More documents

Recommendations

Info

$QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ EHQHQ +RKOUDGSDDUXQJ PLW DQJHWULHEHQHU 6SLQGHOVWDQJH VRZRKO 'UHK DOV DXFK .UDIWSRO DX‰HUKDOE YRQ U � OLHJHQ 'HU =ZDQJVVFKOXSI 6 � LVW GHU PLQLPDOH 6FKOXSI GXUFK GHQ VWHLJXQJVEHGLQJWHQ 6FKUlJODXI 6 � = −FRVγ 'HU *HVFKZLQGLJNHLWV E]Z 'UHK]DKOVFKOXSI 6 � HUUHFKQHW VLFK ]X 6 � U − O � = − U + U + O+ O �� U + U ⋅ U �� U U �� = − ⋅ U U 'HU .UDIW EHUWUDJXQJVVFKOXSI 6 � DXV GHU 7DQJHQWLDONUDIWULFKWXQJ LVW 6 � U + O � � = − U + U + O+ O �� U + U ⋅ U �� ,Q JOHLFKHU $UW EHUHFKQHQ VLFK GLH :LUNXQJVJUDGH � �� U U �� = − ⋅ U U 'XUFK GHQ =ZDQJVVFKOXSI HUJLEW VLFK GHU PD[LPDOH :LUNXQJVJUDG η � YRQ η = FRVγ � 'HU 'UHK]DKOZLUNXQJVJUDG η � OLHJW EHL η � U − O � = U + U + O+ O �� U + U ⋅ U �� 'HU :LUNXQJVJUDG GHU .UDIW EHUWUDJXQJ η � LVW η � U + O � � = U + U + O+ O �� U + U ⋅ U �� 'HU *HVDPWZLUNXQJVJUDG η �� LVW GDV 3URGXNW YRQ η � XQG η � 3�� U�−O η�� = η�⋅ η�= = 3 U + U + O+ O �� U� + O� ⋅ U + U + O+ O �� 'HU UHODWLYH /HLVWXQJVYHUOXVW Δη HUUHFKQHW VLFK DXV GHP *HVDPWZLUNXQJVJUDG ]X Δη = −η ��
$QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ 2SWLPLHUXQJ (LQH 2SWLPLHUXQJ GHU 3:* KLQVLFKWOLFK HLQHV J QVWLJHQ *HVDPWZLUNXQJVJUDGHV PX‰ SULPlU IROJHQGH 3DUDPHWHU HLQVFKOLH‰HQ − $[LDOODVW VWDWLVFKH G\QDPLVFKH %HWULHEVODVW − 7DQJHQWLDOODVW $QWULHEV E]Z %UHPVPRPHQW − $XVOHJXQJVGUHK]DKO E]Z 9RUVFKXEJHVFKZLQGLJNHLW HYWO DOV %HWULHEVEHUHLFK − 1XW]EDUHU 5HLEZHUW 0DWHULDO 6FKPLHUXQJ 2EHUIOlFKH − *HVDPWVWHLJXQJVZLQNHO *DQJ]DKO 7HLOXQJ )HLQSURILO 5LOOH RGHU *HZLQGH GDPLW − %RKUDQWHLO VSLQGHOVWDQJHQVHLWLJ XQG PXWWHUVHLWLJ − 9HUOXVWH DXV 'UHKSRO XQG .UDIWSRODXVZDQGHUXQJ − 6FKUlJODXIZLQNHO QXU VSLQGHOVWDQJHQVHLWLJ − )ODQNHQZLQNHO HUIRUGHUOLFKH .RSIN U]XQJ )X‰DXVUXQGXQJ − 9HUKlOWQLV GHU :lO]NUHLVGXUFKPHVVHU DQ 3ODQHW XQG 6SLQGHOVWDQJH − $Q]DKO GHU .RQWDNWH /lQJH GHU 3:* )HUWLJEDUNHLW − =XU FNJHOHJWHU 5HLEZHJ EH]RJHQ DXI GLH +XEK|KH 'LH 2SWLPLHUXQJ LVW HLQH NRPSOH[H $QSDVVXQJ GLHVHU 3DUDPHWHU LP 9RU]XJVEHWULHEVEHUHLFK GHU 3:* EHL GHU SUDNWLVFK NHLQ 3DUDPHWHU XQDEKlQJLJ YRQ GHQ DQGHUQ EHWUDFKWHW ZHUGHQ NDQQ 'DV JU|‰WH 3UREOHP GDV VLFK EHL GHU GDI U HUIRUGHUOLFKHQ LWHUDWLYHQ 2SWLPLHUXQJ HUJLEW VWDPPW DXV GHU %HUHFKQXQJ GHU %RKUPRPHQWH GLH LKUHUVHLWV EHUHLWV GLH QXPHULVFKH /|VXQJ HOOLSWLVFKHU ,QWHJUDOH HUIRUGHUW 'HU *HVDPWDXIZDQG I U HLQH 2SWLPLHUXQJVUHFKQXQJ LVW ]X JUR‰ XP VLH DOV 8QWHUSXQNW GLHVHV %HUHFKQXQJVEHLVSLHOHV DXI]XI KUHQ VLH VROOWH LQ HLQHU IRUW I KUHQGHQ $UEHLW EHKDQGHOW ZHUGHQ $QVlW]H VLQG LP $XVEOLFN .DSLWHO EHVFKULHEHQ
Page 1:
7(&+1,6&+( 81,9(56,7b7 0h1&+(1 /HKU
Page 5:
9RUZRUW 9RUZRUW 'LH YRUOLHJHQGH $UE
Page 8 and 9:
$1$/
Page 13 and 14:
(LQOHLWXQJ (LQOHLWXQJ $P ,QVWLWXW I
Page 15 and 16:
(LQOHLWXQJ QLV JDUDQWLHUW 'LH (OHPH
Page 17 and 18:
(LQOHLWXQJ (UJlQ]HQG ZXUGHQ 9HUVXFK
Page 19 and 20:
(LQVDW]JHELHWH $QZHQGXQJHQ .XJHOODJ
Page 21 and 22:
(LQVDW]JHELHWH $QZHQGXQJHQ $XFK DX
Page 23 and 24:
*UXQGODJHQ $EE *HVFKZLQGLJNHLWVGLDJ
Page 25 and 26:
*UXQGODJHQ %HUHFKQXQJ GHU ZLFKWLJVW
Page 27 and 28:
*UXQGODJHQ 1HQQPRPHQW (LQH ZLFKWLJH
Page 29 and 30:
*UXQGODJHQ 6SLQGHOV\VWHPH PLW *HZLQ
Page 31 and 32:
*UXQGODJHQ :HUNVWRIIEHDQVSUXFKXQJ Q
Page 33 and 34:
*UXQGODJHQ 9HUHLQIDFKXQJHQ EHL GHU
Page 35 and 36: *UXQGODJHQ D $EE 6FKXEVSDQQXQJVYHUO
Page 37 and 38: *UXQGODJHQ $EE =RQHQ PLW NULWLVFKHQ
Page 39 and 40: %HVRQGHUKHLWHQ GHU 3:* %HVRQGHUKHLW
Page 41 and 42: %HVRQGHUKHLWHQ GHU 3:* 1XU GHU HUVW
Page 43 and 44: %HVRQGHUKHLWHQ GHU 3:* UHQ ) U GLH
Page 45 and 46: %HVRQGHUKHLWHQ GHU 3:* .|USHU PLW P
Page 47 and 48: %HVRQGHUKHLWHQ GHU 3:* VLHKH 'RSSHO
Page 49 and 50: %HVRQGHUKHLWHQ GHU 3:* 'LH LQ GHU 3
Page 51 and 52: %HVRQGHUKHLWHQ GHU 3:* $EE 7'3 HLQH
Page 53 and 54: %HVRQGHUKHLWHQ GHU 3:* 6FKUlQNHQ )
Page 55 and 56: %HVRQGHUKHLWHQ GHU 3:* 'LH *HVDPWVW
Page 57 and 58: %HVRQGHUKHLWHQ GHU 3:* hEHUWUDJXQJV
Page 59 and 60: %HVRQGHUKHLWHQ GHU 3:* VHLWLJHQ DQJ
Page 61 and 62: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ $Q
Page 63 and 64: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ 'U
Page 65 and 66: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ 'U
Page 67 and 68: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ $E
Page 69 and 70: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ
Page 71 and 72: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ +L
Page 73 and 74: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ 'H
Page 75 and 76: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ 0L
Page 81 and 82: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ 5L
Page 83 and 84: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ %H
Page 85: $QDO\VH 0RGHOOELOGXQJ %HUHFKQXQJ (L
Page 89 and 90: 0HKUN|USHUVLPXODWLRQ %HVFKUHLEXQJ G
Page 91 and 92: 0HKUN|USHUVLPXODWLRQ PXQJVUDGLHQ GL
Page 93 and 94: 0HKUN|USHUVLPXODWLRQ 1HZWRQVFKH 1lK
Page 95 and 96: 0HKUN|USHUVLPXODWLRQ 'DUVWHOOXQJ GH
Page 97 and 98: 0HKUN|USHUVLPXODWLRQ − 'HU 5LFKWX
Page 99 and 100: 0HKUN|USHUVLPXODWLRQ XQG 3ODQHW 6SL
Page 101 and 102: 0HKUN|USHUVLPXODWLRQ D .LSSZLQNHO X
Page 103 and 104: 0HKUN|USHUVLPXODWLRQ =X GHQ 6LPXODW
Page 105 and 106: 0HKUN|USHUVLPXODWLRQ − )HUWLJXQJV
Page 107 and 108: 9HUVXFKH $EE =HLFKQXQJ 632 %HODVWXQ
Page 109 and 110: 9HUVXFKH − 'LH =XJIHVWLJNHLW GHU
Page 111 and 112: 9HUVXFKH :LUNXQJVJUDGSU IVWDQG $P '
Page 113 and 114: 9HUVXFKH 'LH 6SLQGHOVWDQJH ZLUG URW
Page 115 and 116: 9HUVXFKH 3 6WDKO /DVW ) � >1@ η
Page 117 and 118: 9HUVXFKH Wirkungsgrad und Schlupf b
Page 119 and 120: 9HUVXFKH /DXIJ WH $OV (UJHEQLV GHU
Page 121 and 122: $XVEOLFN $XVEOLFN $XWRPDWLVLHUWH 2S
Page 123 and 124: $XVEOLFN %DXDUWVSH]LILVFKHV .HQQIHO
Page 125 and 126: $XVEOLFN 6LQQYROO HUVFKHLQW HV KLQJ
Page 127 and 128: =XVDPPHQIDVVXQJ $EVWUDFW 0RGHOOLHUX
Page 129 and 130: =XVDPPHQIDVVXQJ $EVWUDFW 0XOWL %RG\
Page 131 and 132: LWHUDWXU >% @ %XWWHUID‰ - (LQH KR
Page 133 and 134: LWHUDWXU >* @ *DEHOEHUJHU - %HWUHXH
Page 135 and 136: LWHUDWXU >0 @ 0|QFK ( )|SSO / 3UDNW
Page 137 and 138:
LWHUDWXU '/5 2EHUSIDIIHQKRIHQ $EWHL
Page 139 and 140:
$QKDQJ %HVWLPPXQJ GHV %RKUPRPHQWHV
Page 141 and 142:
$QKDQJ 'HU /|VXQJVZHUW Ol‰W VLFK
Page 143 and 144:
$QKDQJ )HUWLJXQJV]HLFKQXQJHQ GHU /R
Page 145 and 146:
$QKDQJ $EE 0XWWHU GHU /RZ &RVW 3:*
Page 147 and 148:
$QKDQJ %HLVSLHOUHFKQXQJ ) U GLH /2:
Page 149 and 150:
$QKDQJ (LQJDEHZHUWH XQG %HUHFKQXQJV
Page 151 and 152:
$QKDQJ =XJIHVWLJNHLW >1 PP � @ +l
Page 153 and 154:
$QKDQJ QH OLHJW EHVLW]W JHUDGH )ODQ
Page 155 and 156:
$QKDQJ ]ZHLWHQ 9DULDEOHQ QXU QRFK G
Page 157 and 158:
$QKDQJ 'LH )HLQSURILOLHUXQJ ZLUG ZL
Page 159 and 160:
$QKDQJ Δξ = ξ −ξ � � 'LH
Page 161 and 162:
$QKDQJ E × F = G E ⇔ G = E × F
Page 163 and 164:
$QKDQJ .RQWDNW ]ZLVFKHQ 3ODQHW XQG
Page 165 and 166:
$QKDQJ GLH �[ �\ (EHQH NDQQ JHE
Page 167 and 168:
Z RU $QKDQJ ] 3 U RU 3ODQHWHQIODQNH
Page 169 and 170:
$QKDQJ ] 6FKZHUSXQNW GHU 6SLQGHOVWD
Page 171 and 172:
$QKDQJ )OlFKHQSXQNW 3 Ol‰W VLFK H
Page 173 and 174:
$QKDQJ 'HU ]ZHLWH +DXSWNU PPXQJVUDG
Page 175 and 176:
$QKDQJ +DXSWNU PPXQJVUDGLHQ EHL JHZ
Page 177 and 178:
$QKDQJ 7DQJHQWLDONUDIW DXV 5HLEXQJ
Page 179 and 180:
$QKDQJ $XV GHU )OlFKHQSUHVVXQJ S�
Page 181 and 182:
$QKDQJ .RQWDNW ]ZLVFKHQ 3ODQHW XQG
show all

Analyse und Modellbildung einer Planeten-Wälz-Gewindespindel

Create successful ePaper yourself

Delete template?

Save as template?