Tennis Physics 3D - Version 3.3

Swing Speed 31 m/s

Swing Lift 9 deg

Swing Path 0 deg

Topspin 2600 rpm

Sidespin 0 rpm

Contact 1.05 m

Face Angle 12 deg

Racket Impact

Incoming 22 m/s

Incoming Spin 900 rpm

Impact X 0 cm

Impact Y 0 cm

Strings k 34 kN/m

Damping 0.36

Shot

Hit From

Surface

Wind 0 m/s

Wind To 0 deg E

Temp 20 C

Altitude 0 m

Humidity 50%

Sea-level P 101.3 kPa

Time 1x

Camera

r(t): (0.00, 0.00, 0.00) m
v(t): (0.00, 0.00, 0.00) m/s
a(t): (0.00, -9.81, 0.00) m/s^2
spin: 0 rpm
impact: --
racket: --
energy: --
momentum: --
air: --
net clear: --
landing: --
start: --
time: 0.00 s

Math Lab

Vectors

Vector	x	y	z	\| \|	unit
r(t) position	0.00	0.00	0.00	0.00	<0,0,0>
v(t) velocity	0.00	0.00	0.00	0.00	<0,0,0>
a(t) acceleration	0.00	-9.81	0.00	9.81	<0,-1,0>
F total force	0.00	0.00	0.00	0.00	<0,0,0>
omega spin rpm	0.00	0.00	0.00	0 rpm	<0,0,0>
p momentum	0.00	0.00	0.00	0.00	<0,0,0>
L angular mom.	0.00	0.00	0.00	0.00	<0,0,0>
tau torque	0.00	0.00	0.00	0.00	<0,0,0>

Motion Geometry

Distance traveled: 0.00 m
Displacement: 0.00 m
Launch components: --
Launch angle: --
Landing angle: --
Bounce angle: --
Crosscourt: --
Net clearance: --
Spin ratio: --
Reynolds number: --

Energy

Kinetic K: 0.00 J
Potential U: 0.00 J
Rotational: 0.00 J
Total E: 0.00 J
Moment I: --
Air viscosity: --

Graphs

Position over time --

x y z

Velocity over time --

vx vy vz |v|

Acceleration over time --

ax ay az |a|

Spin over time --

wx wy wz |w| rpm

Energy over time --

K U rot E