The ARS60-A4A01000 (Part No.: 1031396) is a high-resolution absolute rotary encoder designed for precision position feedback in industrial automation systems. Engineered with a solid shaft and face mount flange, this encoder offers robust mechanical stability and high accuracy, making it ideal for demanding motion control applications.
⚙️ Mechanical Specifications
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Mechanical Design: Solid shaft with face mount flange
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Shaft Diameter / Length: Ø10 mm / 19 mm
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Housing Material: Aluminum die-cast
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Start-up Torque: Typ. 0.4 Ncm
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Operating Torque: Typ. 0.3 Ncm
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Shaft Loading Capacity:
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Radial: 20 N
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Axial: 10 N
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Permissible Operating Speed:
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≤ 6,000 min⁻¹ (with shaft seal)
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≤ 10,000 min⁻¹ (without shaft seal)
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Moment of Inertia (Rotor): 54 gcm²
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Bearing Lifetime: 3.6 × 10⁹ revolutions
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Angular Acceleration: ≤ 500,000 rad/s²
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Weight: Approx. 0.3 kg
📐 Performance & Accuracy
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Max. Resolution: 1,000 steps/rev
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Measuring Step: 360° / 1,000 = 0.36°
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Measuring Step Deviation: 0.016° (non-binary)
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Error Limits (G): ±0.046°
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Repeatability (σr): 0.005°
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Backlash Error: 0.005°
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Response Threshold: 0.003°
🔌 Electrical & Interface
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Communication Interface: SSI (Synchronous Serial Interface)
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Code Type: Gray
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Code Sequence Direction: CW (increasing clockwise)
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Initialization Time: 80 ms
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Supply Voltage: 10 … 32 V DC
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Operating Current: Typ. 60 mA
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Control Input Logic:
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Logic High: ≥ 0.7 × US
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Logic Low: ≤ 0.3 × US
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Set Button Activation: ≥ 100 ms (only when shaft is stationary)
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Connection: M23 male connector, 12-pin, radial
🛡️ Environmental & Safety
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Enclosure Rating: IP65 (IEC 60529)
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Operating Temp.: –20 °C to +85 °C
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Storage Temp.: –40 °C to +100 °C
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Relative Humidity: ≤ 90% (non-condensing)
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EMC Compliance: EN 61000-6-2 / EN 61000-6-3
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Shock Resistance: 50 g, 11 ms (EN 60068-2-27)
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Vibration Resistance: 20 g, 10–2,000 Hz (EN 60068-2-6)
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MTTFd: 300 years (per EN ISO 13849-1, not safety-rated)
This encoder is built for high-speed, high-precision applications where robust performance and reliability are crucial. It’s well-suited for machine tools, robotics, and feedback systems in dynamic industrial environments.













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