Offline PDFs

Paintball Math

This is an Independant project. NOT an official rulebook, guide or information. Please refer to our terms of service for more information.

Articles containing information regarding Paintball Math

  • Core Physical Parameters and Timing Model on a Tournament Paintball Field

    This section defines a neutral, math based timing model for a modern airball or speedball field. It combines standard tournament constraints (field size, velocity limits, rate of fire limits) with simple physics and human performance parameters. All distances used in timing formulas are consistently defined relative to the shooting player: whenever a distance d appears in a timing expression, it represents the straight line distance from the shooter’s barrel position to the other player’s position on the field at that moment.

  • Measuring Distances on a Paintball Field

    Field distance measurement describes how player paths and paintball flight paths are quantified on a paintball field, using grid based coordinates or physical measurement to support timing and probability models.

  • Timing and Distance Models on a Paintball Field

    Timing and distance models describe how paintballs and players move across a paintball field in space and time, using simple assumptions about speed, distance, and reaction to analyze when hits are physically possible.

  • Ball Flight: Time, Drop, and "Can the Ball Physically Get There?"

    Ball flight on a paintball field can be described with simple projectile physics for a .68 caliber paintball fired at around 300 ft/s. By always defining distance as the straight line separation from the shooter’s barrel to the opponent’s position at impact, the model gives explicit time of flight, gravity driven drop, and a geometric framework for deciding whether a physically possible trajectory exists between two points in space.

  • Player Movement, Time, Distance, and Exposure

    Player movement, time, distance, and exposure describe how long a player in full gear takes to move between positions on a paintball field, how that movement is measured relative to the shooting player, and how long the player is visible along a line of sight compared with paintball flight times.

  • Bunker-to-Bunker Kill Corridors

    Bunker to bunker kill corridors describe the clear line of sight region between two established bunker positions where paintballs can travel without being blocked, linking the other player's path from their own start box to their bunker with the line of sight distance, exposure time, and the timing of human reaction and ball flight.

  • Off-the-Break Lanes and Dead Paint

    Off the break lanes and dead paint analysis describe how a runner’s path from their own start box and a shooter’s held lane toward a fixed crossing point can be modeled using constant speeds, allowing early paint, kill windows, and late paint to be defined in purely geometric and temporal terms.

  • Long Shots and Leading Moving Targets

    Long shots and leading moving targets describe how far in front of a laterally moving player a paintball stream must intersect so that a hit is physically possible, given a nominal 300 ft/s ball speed and typical human sideways running speeds.

Video Reference

These articles elsewhere in PaintballWiki include topics from the Paintball Math category in their related references.