Rodless Cylinder Guide Cylinder Pneumatic Slid

Tie-Rod Cylinder And Profile Cylinder

Pneumatic Gripper Cylinder, Pneumatic Clamp

Mini Roundline Cylinder High Quality

What’s the Mini Roundline Cylinder ?

They share the same internal structure as standard pneumatic cylinders and are available in both double-acting and single-acting types.

🛠️ Size falls between profile cylinders (larger) and sub‑miniature/micro cylinders (smaller), typically featuring a round barrel.

🛠️ Best suited for light-duty, low-force applications. Micro-air cylinders within this category excel at small part positioning, clamping, and ejecting.

🛠️They offer a compact, repairable solution that generally requires no external lubrication


⚙️ 2. Micro‑Air / Micro Cylinders

  • Designed for even lighter and more compact applications.

  • Ideal for small-bore tasks, such as medium-duty positioning, clamping, and ejection in confined spaces .

  • Typically repairable, pre-lubricated, and capable of operation without external lubrication.


🔩 3. Small Air Cylinders

  • With minimal OD sizes as low as 8 mm, these are smaller than mini roundline cylinders, perfect for ultra-tight installations.

  • All are single-acting, fitting within a single cap cylinder body machined from a solid bar; the air hose used is typically only 4 mm in diameter.

  • No internal speed reducers—simple, compact, and efficient for one-way motion.


🧱 4. Structural Differences

  • Standard cylinders often use tie‑rod construction to join the front and rear caps to the barrel.

  • Mini cylinders employ riveted or screw-on end caps to the round barrel, reducing size and simplifying manufacture.


✅ Summary Table

Cylinder TypeSize vs StandardActing TypeUse CaseStructure & Features
Mini RoundlineSmallerSingle/DoubleLight-duty push/pull and light automation tasksRound barrel, rebuildable, no external lubrication
Micro‑Air CylindersEven smallerSingle/DoubleTiny part positioning, ejection, clampingPre-lubricated, medium-duty, repairable
Small Air CylindersSmallest (≈8 mm)Single-actingUltra-tight space tasksOne-piece body, machined from solid bar, single port

Our Mini Roundline Cylinder Production

MA Stainless Steel Mini Roundline Cylinders

MA Stainless Steel Mini Roundline Cylinder

Bore Size(mm): 12mm~63mm.

Working Pressure:

🧭 Double Acting Model: 0.15~1.0Mpa (22~145Psi) (1.5~10Bar) 

🧭 Single Acting Model: 0.2~1.0Mpa(28~145Psi)(2.0~10Bar)

Proof Pressure: 1.50Mpa(213Psi)(15.0Bar)

Working Temperature ℃: -10~70℃. (No Freezing)

Cushion Type: Bumper/Air cushion

Standard Stroke(mm): 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 100~500mm

 
 
MAL Aluminium Mini Roundline Cylinder

MAL Aluminium Mini Roundline Cylinder

Bore Size(mm): 12mm~40mm.

Working Pressure:

🧭 Double Acting Model: 0.10~1.0Mpa (15~145Psi) (1.0~10Bar) 

🧭 Single Acting Model: 0.2~1.0Mpa(28~145Psi)(2.0~10Bar)

Proof Pressure: 1.50Mpa(213Psi)(15.0Bar)

Working Temperature ℃: -10~70℃. (No Freezing)

Cushion Type: Bumper/Air cushion

Standard Stroke(mm): 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 100~500mm

 
 
MI ISO6432 Stainless Steel Mini Cylinder

MI ISO6432 Stainless Steel Mini Cylinder

Bore Size(mm): 12mm~40mm.

Working Pressure:

🧭 Double Acting Model: 0.15~1.0Mpa (22~145Psi) (1.5~10Bar) 

🧭 Single Acting Model: 0.2~1.0Mpa(28~145Psi)(2.0~10Bar)

Proof Pressure: 1.50Mpa(213Psi)(15.0Bar)

Working Temperature ℃: -10~70℃. (No Freezing)

Cushion Type: Bumper/Air cushion

Standard Stroke(mm): 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 100~500mm

 
 
NCG1 Light Aluminium Mini Cylinder

NCG1 Light Aluminium Mini Cylinder

Bore Size(mm): 12mm~100mm.

Working Pressure:

🧭 Double Acting Model: 0.05~1.0Mpa (8~145Psi) (0.5~10Bar) 

🧭 Single Acting Model: 0.2~1.0Mpa(28~145Psi)(2.0~10Bar)

Proof Pressure: 1.50Mpa(213Psi)(15.0Bar)

Working Temperature ℃: -10~70℃. (No Freezing)

Cushion Type: Bumper/Air cushion

Standard Stroke(mm): 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 100~1500mm

 
 
NCJ2 Small Pneumatic Cylinder

NCJ2 Small Pneumatic Cylinder

Bore Size(mm): 6, 10, 16

Working Pressure:

🧭 Single Acting Model: 0.25~1.0Mpa(35~145Psi)(2.5~10Bar)

Proof Pressure: 1.50Mpa(213Psi)(15.0Bar)

Working Temperature ℃: -10~70℃. (No Freezing)

Cushion Type: Bumper

Standard Stroke(mm): 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 100~200mm

 
 
NCM2 Stainless Steel Mini Cylinder

NCM2 Stainless Steel Mini Cylinder

Bore Size(mm): 20mm, 25mm, 32mm, 40mm.

Working Pressure:

🧭 Double Acting Model: 0.18~1.0Mpa (13~145Psi) (1.8~10Bar) 

🧭 Single Acting Model: 0.23~1.0Mpa(17~145Psi)(2.3~10Bar)

Proof Pressure: 1.0Mpa(142Psi)(10.0Bar)

Working Temperature ℃: -10~70℃. (No Freezing)

Cushion Type: Bumper or Air cushion

Standard Stroke(mm): 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 100~250.

 
 
NCJP Micro Double Air Cylinder

NCJP Micro Double Air Cylinder

Bore Size(mm): 6mm, 10mm, 15mm

Working Pressure:

🧭 Double Acting Model: 0.1~0.7Mpa (7~98Psi) (1.0~7.0Bar) 

🧭 Single Acting Model: 0.15~0.7Mpa(11~98Psi)(1.5~7.0Bar)

Proof Pressure: 1.05 Mpa(150Psi)(10.5Bar)

Working Temperature ℃: -10~70℃. (No Freezing)

Cushion Type: Not Required

Standard Stroke(mm): 5 10 15

 
 

The difference between mini roundline cylinders and compact cylinders

⚙️ Bore Size & Capacity

  • Mini Roundline Cylinders

    • Bore: ~½ to 1.5 in (12–40 mm) 

  • Compact Cylinders (ISO 21287/CQ2 series)

    • Bore: from 12 mm up to 200 mm

👉Compact cylinders support much larger bore sizes (up to 200 mm) than minis.


📏 Stroke Range

  • Mini Roundline

    • Standard stroke range: 1⁄16 – 12 in (1.5–300 mm), with maximums up to 12 in (300 mm)

  • Compact Cylinders

    • Designed for short to moderate strokes; long-stroke variants also available (e.g., CQ2-Z up to 300 mm)

👉Mini cylinders can achieve longer strokes, but extremely long strokes aren’t ideal for single-acting types.


🔄 Acting Modes

  • Both types come in single-acting and double-acting configurations

  • For mini cylinders, long strokes (>300 mm) are usually used in double-acting setups.

  • Compact cylinders are optimized for short-stroke, reliable performance, especially in tight spaces (short travel but potentially large bore).


🎯 Space Utilization & Shape

  • Both cylinders use a round barrel, but differ in dimensions:

    • Mini cylinders are longer and slimmer.

    • Compact cylinders are thicker but shorter proportionally, ideal for belted installation widths

  • Application fit:

    • Use mini cylinders where width/diameter is limited, but length is available.

    • Use compact cylinders for very tight-length installations with room for larger diameters.


📊 Quick Comparison

ParameterMini RoundlineCompact Cylinder
Bore12–40 mm12–200 mm
Stroke1.5–300 mm (up to)Short: ~up to 300 mm
Max Stroke≈300 mm≈300 mm (long-stroke variant)
Ideal FitNarrow width, long runShort length, wider housing
Typical UseLinear motion in slender layoutsDense automation setups

✅ Which to Choose?

  • Choose mini roundline cylinders when:

    • You need long-stroke motion in a narrow, slim profile.

    • Applications: linear transfer, ejectors, sliding systems.

  • Choose compact cylinders when:

    • You have a tight installation envelope lengthwise.

    • Need short-stroke actuation, and bore sizes up to 200 mm.

    • Applications: tight automation modules, fixtures, robotic end effectors.

How to calculate the force of the Mini rouldline cylinder?

📏 Pressure Units Conversion

To calculate pneumatic cylinder force, understanding pressure units is essential. Here are common conversions:

  • 1 MPa = 1 N/mm²

  • 1 bar = 0.1 N/mm²

  • 1 kPa = 0.001 N/mm²

  • 1 psi ≈ 0.00689476 N/mm²

This means 1 MPa equals 1 N of force per mm² of area.


⚙️ Force Calculation Formula

The theoretical output force generated by a pneumatic cylinder is given by:

F = A × P

Where:

  • F = Force in Newtons (N)

  • A = Piston area in mm²

  • P = Pressure in N/mm² (i.e., MPa)

To convert diameter (D in mm) to area:

r = D ÷ 2 A = π × r² = π × (D/2)² = (π × D²) ÷ 4

So the full formula simplifies to:

F = P × π × D² ÷ 4

🧮 Example Calculation

Calculate the force for a cylinder with a 32 mm bore at 1 MPa pressure:

  1. r = D ÷ 2 = 16 mm

  2. A = π × 16² ≈ 3.14 × 256 = 803.84 mm²

  3. P = 1 MPa = 1 N/mm²

  4. F = 803.84 × 1 = 803.84 N

Therefore, the cylinder produces approximately 804 N of force under 1 MPa 


✅ Summary

  • Use F = A × P where A = (π D²)÷4

  • Convert pressure into N/mm² (e.g., 1 MPa = 1 N/mm²)

  • A 32 mm cylinder at 1 MPa generates ~804 N of theoretical force