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ballistics$6714$ - traducción al holandés
Transition ballistics; Intermediate ballistics
ballistics
n. een voorwerp in beweging (wetenschap van de beweging van lichamen))
interior ballistics
THE STUDY OF THE PROCESSES ORIGINALLY ACCELERATING THE PROJECTILE, FOR EXAMPLE THE PASSAGE OF A BULLET THROUGH THE BARREL OF A RIFLE
Interior ballistics; Forcing cone; Firearm propellants
inwendige ballistiek (onderzoek hoe de kogel of kanon in de loop wegschiet)
angular momentum
![[[Velocity]] of the [[particle]] ''m'' with respect to the origin ''O'' can be resolved into components parallel to (''v''<sub>∥</sub>) and perpendicular to (''v''<sub>⊥</sub>) the radius vector ''r''. The '''angular momentum''' of ''m'' is proportional to the [[perpendicular component]] ''v''<sub>⊥</sub> of the velocity, or equivalently, to the perpendicular distance ''r''<sub>⊥</sub> from the origin.](https://commons.wikimedia.org/wiki/Special:FilePath/Ang mom 2d.png?width=200 "[[Velocity]] of the [[particle]] ''m'' with respect to the origin ''O'' can be resolved into components parallel to (''v''<sub>∥</sub>) and perpendicular to (''v''<sub>⊥</sub>) the radius vector ''r''. The '''angular momentum''' of ''m'' is proportional to the [[perpendicular component]] ''v''<sub>⊥</sub> of the velocity, or equivalently, to the perpendicular distance ''r''<sub>⊥</sub> from the origin.")
![The 3-angular momentum as a [[bivector]] (plane element) and [[axial vector]], of a particle of mass ''m'' with instantaneous 3-position '''x''' and 3-momentum '''p'''.](https://commons.wikimedia.org/wiki/Special:FilePath/Angular momentum bivector and pseudovector.svg?width=200 "The 3-angular momentum as a [[bivector]] (plane element) and [[axial vector]], of a particle of mass ''m'' with instantaneous 3-position '''x''' and 3-momentum '''p'''.")
![In this [[standing wave]] on a circular string, the circle is broken into exactly 8 [[wavelength]]s. A standing wave like this can have 0,1,2, or any integer number of wavelengths around the circle, but it ''cannot'' have a non-integer number of wavelengths like 8.3. In quantum mechanics, angular momentum is quantized for a similar reason.](https://commons.wikimedia.org/wiki/Special:FilePath/Circular Standing Wave.gif?width=200 "In this [[standing wave]] on a circular string, the circle is broken into exactly 8 [[wavelength]]s. A standing wave like this can have 0,1,2, or any integer number of wavelengths around the circle, but it ''cannot'' have a non-integer number of wavelengths like 8.3. In quantum mechanics, angular momentum is quantized for a similar reason.")
![particle spin]] does ''not'' have the above interpretation.}}](https://commons.wikimedia.org/wiki/Special:FilePath/Classical angular momentum.svg?width=200 "particle spin]] does ''not'' have the above interpretation.}}")
![rotational speed]].](https://commons.wikimedia.org/wiki/Special:FilePath/Cup of Russia 2010 - Yuko Kawaguti (2).jpg?width=200 "rotational speed]].")
![axis of rotation]].](https://commons.wikimedia.org/wiki/Special:FilePath/Moment of inertia examples.gif?width=200 "axis of rotation]].")
![top]] to [[precess]].](https://commons.wikimedia.org/wiki/Special:FilePath/PrecessionOfATop.svg?width=200 "top]] to [[precess]].")
![position vector]].](https://commons.wikimedia.org/wiki/Special:FilePath/Torque animation.gif?width=200 "position vector]].")
MEASURE OF THE EXTENT TO WHICH AN OBJECT WILL CONTINUE TO ROTATE IN THE ABSENCE OF AN APPLIED TORQUE
Conservation of angular momentum; Orbital angular momentum vector; Relative angular momentum; Angular impulse; Orbital momentum vector; Conservation of Angular Momentum; Angular Momentum; Canonical angular momentum; Angular rotational momentum; Rotational angular momentum; Rotational momentum; Introduction to angular momentum; Law of conservation of angular momentum; Moment of momentum; User:Cleonis/Sandbox/Angular momentum; Spin-down; Spin down; Law Of Conservation Of Angular Momentum; Rotating moment; Angular momenta; Spindown; Spin-stabilization (ballistics)
hoekmoment (fysieke meting van cirkelbeweging)
Wikipedia
Transitional ballistics
Transitional ballistics, also known as intermediate ballistics, is the study of a projectile's behavior from the time it leaves the muzzle until the pressure behind the projectile is equalized, so it lies between internal ballistics and external ballistics.
