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| | | Linear Guideways General Information | | |
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| | | (1) Load on one block Table 1.3 Calculation example of loads on block | | |
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| | | Load on the block and displacement of point U | | |
| | | Patterns | | Loads layout | | |
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| | | 1 4 4 2c 2d pW + i+ f*_- BL 2 4 4 2c 2d P W + F F a + F b P4= W+ _l_ Fb^ 4 4 4 2c 2d P1_P2 P1_P3 óx=-Zu—y-r2 6y=-Zu- -L-2 dK ' cK F P1_P2 P1_P3 6z=- 4!k+xu' _Yu' "ck3 | | |
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| | | p1= w+ _l+ £:■!_ +fjL 1 4 4 2c 2d | | |
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| | | P W + F | | |
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| | | 4 4 2c 2d | | |
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| | | P W + F F a + F b P3=T+T- ~U 4 4 4 2c 2d P1-P2 P1-P3 6x=-Zu—y-r2 6y=-Zu- -L-2 dK ' cK F P1-P2 P1-P3 6z=- 4!k+Xu^ -jdK2 "ck3 | | |
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| | | ? -Ì-— <5x | | |
| | | | | | | | | | | | | | | """ F r | 1 2 ' -lW | | | | L | J J 4 ! | | | | | | | | | |
| | | W JFl 4 2d W+_F_l | | |
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| | | P1= P3= | | |
| | | U(Xu,Yu,Zu) | | |
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| | P2= P4= 6x=-Zu- 6y=0 6z=-Xu- | | |
| | | 4 2d P1+P2 dK P1+P2 dK | | |
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| | | P1-P4=-Wih+ II. 1 4 2d 2d | | |
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| | | P1+P2 dK P1+P2 dK | | |
| | | 6 x=-Zu 6y=0 6 z=-Xu | | |
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| | | P1-P4=-V^+-fi. 1 4 2c 2c Pt1=Pt3=f+t+ J2¥ Pt2=Pt4=f+T-^" | | |
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| | | Pt1-Pt2 dK | | |
| | | 6x=-Yu- | | |
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| | | 6 y=- _1_ ^f^-Zu^ ' 4K dK cK | | |
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| | | P1+P3 cK | | |
| | | 6z=-Yu- | | |
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