Railroad Gates: Declared Constant-Speed Timing Ledger

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This page now presents only a transparent speed-times-entered-time scenario. It no longer labels that arithmetic as a required approach distance or implies that three user-entered intervals design a railroad crossing warning system.

Declared Constant-Speed Distance Scenario

Enter a declared train speed and three independently declared time intervals. The worksheet adds the intervals and applies constant-speed distance arithmetic; it does not assess warning adequacy or design a crossing.

0°

Entered total interval
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Converted constant speed
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Constant-speed distance
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Constant-speed distance
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Equation Used

T=t_A+t_B+t_C; v_ft/s=v_mph(5280/3600); d=vT; d_m=0.3048d_ft
The result is the distance traveled at an assumed constant speed during the sum of three entered intervals. It is not a required approach distance, minimum warning time, predictor setting or compliance result.
  • Train speed is declared and remains constant for the entire entered interval.
  • The three time values are independent declarations and are not generated from a crossing standard or site study.
  • The animated gate and train are normalized illustrations of the entered timeline only.
  • Actual detection can account for direction, speed, distance and changes in motion in ways this ledger does not model.
  • Crossing geometry, track circuits, traffic signal interconnection, vehicle and pedestrian clearance, multiple tracks and failure modes are excluded.
  • Design, installation, testing, operation, compliance and safety conclusions are excluded.

Retains exact constant-speed arithmetic while removing the implication that user-entered times design or validate a regulated grade-crossing warning system.

Active crossings combine detection, logic and warning devices

The FHWA/FRA Highway-Rail Crossing Handbook describes active warning systems and refers approach-length calculations to specialized design guidance. FRA explains that constant-warning-time systems measure train speed and distance to estimate arrival time.

The animation here is only a normalized timeline: it does not simulate a predictor, track circuit or controller.

Use this only as a declared scenario ledger

The worksheet converts mph to ft/s, adds three entered intervals and reports the constant-speed distance traveled over that total.

It cannot establish required warning time, approach length, clearance, equipment or compliance.

Constant-speed arithmetic

T=t_A+t_B+t_C; d=vT
v_ft/s=v_mph(5280/3600); d_m=0.3048d_ft

These identities do not model acceleration, deceleration, stopping or site-specific warning logic.

A transparent entered scenario

At a declared 40 mph with entered intervals of 20, 12 and 5 seconds, T=37.0 s, converted speed=58.7 ft/s and constant-speed distance=2171 ft (662 m).

A distance scenario is not a crossing design

The FHWA/FRA handbook identifies track clearance, nearby intersections, users and other conditions that can affect warning-system design. FRA also notes that speed changes after detection can alter actual warning time.

The former universal approach-distance, timing, installation and operating claims are removed.

Crossing-ledger questions

Is the displayed distance a required approach length?

No.

Does the calculator test a 20-second requirement?

No.

Does it simulate constant-warning-time equipment?

No.

Who determines warning devices?

FRA notes that states and railroads cooperate on the needed devices, supported by applicable standards and site studies.

Grade-crossing references

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