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Triggers for Xball, speedball and airball are known simply as triggers. Most are "double triggers" which are large enough to be operated with two fingers. They are also known by the different styles of trigger geometry like "rake" "blade" "sling" and "stick." They also can be called by their operation type like "magnet" "spring" and "electric." Any combination of the types can be used to describe the trigger depending on how much detail you want to give.
What else can I help you with?
What is x-ball how do you play it in paintball Like what are the rules and way of scoring?
this is the official rule book http://www.nxlpaintball.com/XBALL%20MANUAL%20(rev%208%20Tourney).pdf
Is gas paintball guns better than electric?
all paintball guns run on gas. some have electric triggers so they can shoot faster.
What triggers work on diablo paintball guns?
Only the stock Diablo triggers. They are not interchangeable with any other trigger typed because of the hole settings.
What is an electronic trigger on a paintball gun?
its kinda like a hairpin triggers it fires real quick
What are paintball markers?
A paintball marker is a paintball gun. It is just called a marker instead of a gun.
What is the best trigger to put on an invert mini paintball gun?
its all personal preference, try out other guns that have different triggers and see what you like. Almost all types of triggers are made for the Mini.
Where can you paintball in Chicago IL?
their is a field called hunter paintball or cpx sports
What is a paintball place called?
Sometimes paintball is know as a specific type of game, such as woodsball or speedball.
How do you play an Inca sport called paintball?
There is no record of any Incan sport of "paintball"
Is there a paintball team called black ops paintball in pa?
yes their in California but their not professional and for it they all wear all black
What paintball guns are good for speed ball?
electric guns with centerfeed hoppers, shorter barrels, double triggers and overall compressed designs (ie. not tippmanns or BTs).
How do you create a catapult simulation using matlab GUI?
% Definitions R2D = 180/pi; % rad to deg D2R = pi/180; % deg to rad F2M = 0.3040; % feet to meter m = 45.46; % kg g = -9.8; % gravity (m/s^2) j = sqrt(-1); dt = 0.001; %1000Hz R1 = 15*F2M; %m R2 = 15*F2M; % Initial conditions xBall = [0; 0]; % theta/omega % Machine initial conditions Torque = (-1)*m*g*R1; % N-m Pmotor = 1119000; % W Tbreak = (4404 / 0.738)*2.3; % break torque in N-m % Ball I = m*(R1^2); for launch=0:1:20 times_launched = launch + 1; % Main loop iter = 0; for time=0:dt:1 % Index iter = iter + 1; % Torque generation and check if( (xBall(2,1)) < ((Pmotor)/Tbreak) ) Torque = Tbreak; else Torque = (Pmotor)/xBall(2,1); end % From 0 degrees to 90 degrees if ((xBall(1,1)*R2D) >= 0 ) ((xBall(1,1)*R2D) < 90) % Calculate net torque Tgrav = ( m*g*cos(xBall(1,1)))*R1; Tnet = Torque + Tgrav; % Calculate instantaneous angular acceleration alphaB = Tnet/I; % Calculate the derivative of the state xdot = [ xBall(2,1); alphaB ]; % Integration of the state xBall = xBall + xdot*dt; % Dependent states pBall = R1*( cos(xBall(1,1)) + j*sin(xBall(1,1)) ); vBall = xBall(2,1) * R1; Power = (Tnet/R1) * vBall; elseif ( ((xBall(1,1)*R2D) >= 90) ((xBall(1,1)*R2D) <= 180) ) % Calculate net torque Tgrav = ( m*g*cos( xBall(1,1)) )*R1; Tnet = Torque + Tgrav; % Calculate instantaneous angular acceleration alphaB = Tnet/I; % Calculate the derivative of the state xdot = [ xBall(2,1); alphaB ]; % Integration of the state xBall = xBall + xdot*dt; % Dependent states pBall = real(vBall) * time; Power = (Tnet/R1) * vBall; end; DATA(iter,:) = [ iter time xBall' alphaB Tnet xBall(1,1)*R2D ... real(pBall) imag(pBall) real(vBall) imag(vBall) vBall Power ]; end; end; %% Trajectory of Projectile (y vs. x) figure(1); plot( DATA(:,8), DATA(:,9), '.' ); title ('Trajectory (y vs. x) of projectile during launch') xlabel('x') ylabel('y') %% Range (x) vs. time figure(2); subplot (211), plot(DATA(:,2), DATA(:,8), '.' ); title ('Range(x) as a function of time') ylabel('Range(x)') %% Altitude (y) vs. time subplot (212), plot(DATA(:,2), DATA(:,9), '.' ); title ('Altitude(y) as a function of time') xlabel('time') ylabel('Altitude(y)') %% Velocity (x and y components) vs. time figure(3); subplot (211), plot(DATA(:,2), DATA(:,10), '.' ); title ('Velocity (x and y) as a function of time') ylabel('Velocity(x)') subplot (212), plot(DATA(:,2), DATA(:,11), '.' ); xlabel('time') ylabel('Velocity(y)') %% Velocity (total) vs. time figure(4); plot(DATA(:,2), DATA(:,12), '.' ); title ('Velocity(total) as a function of time') xlabel('time') ylabel('Velocity (total))') %% Power vs. time figure(5); plot(DATA(:,2), DATA(:,13), '.' ); title ('Power as a function of time') xlabel('time') ylabel('Power')
