0102030405
AHLS/AHLSL series double-axis precision slide cylinder (roller type)
Product Specifications
| Inner diameter(mm) | 6 | 8 | 12 | 16 | 20 | 25 |
| Action form | Double action | |||||
| Working medium | Air(through40μmFilter above) | |||||
| Operating pressure range | 0.15~0.7MPa(22~100psi)(1.5~7.0bar) | |||||
| Guaranteed pressure resistance | 1.2MPa(175psi)(12.0bar) | |||||
| Working temperature℃ | -20~70 | |||||
| Operating speed rangemm/s | 50~500 | |||||
| Stroke tolerance range | journey ≤100+10 journey>100+15 | |||||
| Buffer type | Fixed buffer at both ends, hydraulic buffer | |||||
| Equipped sensor | CMSH,DMSH(S) | |||||
| Pipe diameter[Note] | M5X0.8 | PT1/8 | ||||
[Note]Tube thread type PT tooth, G tooth, NPT Teeth optional.
| Inner diameter(mm) | Standard itinerary | Maximum stroke | ||||||
| 6 | 10 20 30 40 50 | 50 | ||||||
| 8 | 10 20 30 40 50 75 | 75 | ||||||
| 12 | 10 20 30 40 50 75 100 | 100 | ||||||
| 16 | 10 20 30 40 50 75 100 125 | 125 | ||||||
| 20 | 10 20 30 40 50 75 100 125 150 | 150 | ||||||
| 25 | 10 20 30 40 50 75 100 125 150 | 150 |
[Note] Please contact us for other special itineraries.
Product Order Code
PDFProduct Size
INTERNAL STRUCTURE AND MAIN PARTS MATERIALS
Basic
| Serial number | Name | Material | Serial number | Name | Material |
| 1 | Floating joint | Free cutting steel | 13 | Magnet seat | brass |
| 2 | Crash pad | TPU | 14 | Magnet spacer | NBR |
| 3 | Hexagon socket countersunk screw | Medium Carbon Steel | 15 | magnet | Sintered NdFeB |
| 4 | Hexagon socket head screw | Medium Carbon Steel | 16 | piston○make | NBR |
| 5 | Fixed plate | Aluminum Alloy | 17 | piston | brass |
| 6 | Axis0make | NBR | 18 | CType buckle | Spring Steel |
| 7 | Front cover | Aluminum Alloy | 19 | Back cover | Aluminum Alloy |
| 8 | OType Ring | NBR | 20 | Slide | Aluminum Alloy |
| 9 | Crash pad | TPU | 21 | Set screw | Medium Carbon Steel |
| 10 | Piston rodA | Medium Carbon Steel | 22 | Hexagon socket head screw | Medium Carbon Steel |
| 11 | Piston rodB | Stainless steel | 23 | Hexagon socket head screw | Medium Carbon Steel |
| 12 | Ontology | Aluminum Alloy | 24 | Cross roller guide combination | Components |
Product Selection
According to the following steps, combined with the actual situation, select the specific model and specifications of the cylinder and conduct a calibration.
| 1. Selection of working conditions(Select according to installation method and working status) | ||||||||
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(1) Select the cylinder model and specifications (bore, stroke) (2) Select buffering method(Anti-collision pads, hydraulic buffers) (3) Select the fixture installation method(Above the slide, above the end plate) (4) Select cylinder installation method(Horizontal, vertical) (5) Average speed of cylinderVa(mm/s) (6) Load type and weightW(N)(Figure 1) (7) Distance from load center of gravity to each installation reference surface L1,L2,L3(mm) |
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| Figure1 Load type and weight | ||||||||
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| 2. Kinetic Energy Verification | ||||||||
| (1) Calculate the actual kinetic energy of the loadE(J) |
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| (2) Calculate the allowed kinetic energyEa(J) | Ea=K×Emax | |||||||
| K:Fixture installation method Correction factor(Figure 2) |
Emax:Maximum allowedkinetic Energy(Table 1) | |||||||
| (3) Result determination | E≤Ea | |||||||
| 3. Force load verification | ||||||||
| 1.Calculation of permissible force loadsWa(N) | Wa=K×β×Wmax | |||||||
| K: Fixture installation method Correction factor (Figure 2) |
Wmax:Maximum Allowedload(Table 1) | β:Allowable load correction Coefficient(Figure 3) |
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| 2.Result determination | W≤Wa | |||||||
| Figure 2Fixture installationMethod correction factor(K) | Above the slide | Above the end plate | ||||||
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| Correction factorK=1 | Correction coefficient K=0.6 |
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Figure 3 Allowable load correction factor(β) |
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| 4.Torque load verification | ||||||||
| level | ||||||||
| (1) Calculate the actual torque Mp,Mpo,My,Myo,Mr,Mro(Nm) | ||||||||
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Running process: Mp=Wx(L1+A)/1000 End of trip: |
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| Running process: Mr=Wx(C+L3)/1000 |
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| End of trip: Mro=(Wxax(C+L3)/1000g |
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| Running process: My=0 |
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| End of trip: Myo=(Wxax(C+L3))/1000g |
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| (2) Result judgment |
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| vertical | ||||||||||||||||||
| (1)Calculate the actual torque Mp,Mpo,My,Myo(Nm) | ||||||||||||||
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| (2)Result judgment |
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Note: L1, L2, L3: Distance from the load's center of gravity to the mounting surface (depending on actual conditions);
A, B, C compensation coefficients (see Table 2);
Mpmax, Mymax, Mrmax, Mpomax, Myomax, Mromax: Maximum allowable moments (see Table 2);
g: Gravitational acceleration (g=9.81m/s²);
a: Inertial acceleration (anti-collision pad a=1600x(Va/1000)², hydraulic shock absorber a=400x(Va/1000)²)
W: Load weight (depending on actual conditions).
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Q: How is the accuracy of this cylinder guaranteed?
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Q: What is its load capacity?
A: The dual-axis structure greatly improves the stability and load capacity of the cylinder. This series of cylinders is suitable for heavy-duty application scenarios. On industrial automation production lines, it can easily carry heavier workpieces and achieve precise linear motion, providing reliable power support for the production process.

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