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This article provides an overview of ASTM D4923-01, which specifies requirements for reinforced thermosetting plastic poles used in outdoor lighting. These poles are suitable for electric power and telecommunication distributions, with mounting heights ranging from 10 ft (3.05 m) to 50 ft (15.24 m). The standard defines two classes of poles: standard design and stiff design.
The scope of D4923-01 covers poles for outdoor lighting, including anchor bases, arms, and direct burial options. Key terms include:
| 🟦 Mounting Height (ft) | 📐 Mounting Height (m) | 🎯 Pole Class |
|---|---|---|
| 10 | 3.05 | Standard or Stiff |
| 20 | 6.10 | Standard or Stiff |
| 30 | 9.14 | Standard or Stiff |
| 40 | 12.19 | Standard or Stiff |
| 50 | 15.24 | Standard or Stiff |
Design parameters must be mutually agreed upon by the purchaser and supplier, taking into account service conditions, installation, and transportation. The standard includes poles with above-ground mounting and specifies various tests for material properties. Referenced standards include methods for dielectric breakdown, resistance to abrasion, and burning rate.
| 📏 Standard | 🎯 Description |
|---|---|
| ASTM A 153 | Zinc Coating on Hardware |
| ASTM C 131 | Aggregate Degradation by Los Angeles Machine |
| ASTM D 149 | Dielectric Breakdown Voltage |
| ASTM D 257 | D-C Resistance of Insulating Materials |
| ASTM D 635 | Rate of Burning of Plastics |
Key properties include percent deflection, flexural fatigue, and effective projected area (EPA). The standard uses inch-pound units as standard, with SI units in parentheses. Compliance with these specifications ensures reliability and safety in outdoor lighting applications.
The standard covers poles with mounting heights from 10 ft (3.05 m) to 50 ft (15.24 m).
The two classes are standard design and stiff design, each with specific performance criteria.
Percent deflection is the ratio of the pole-top deflection caused by a specific load to the above-ground height of the pole, expressed as a percentage.
EPA is the maximum projected area of an object multiplied by a drag coefficient for its specific shape.