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What term is used to describe an incomplete detonation or incomplete detonation at a lower than maximum velocity?
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∙ 6y ago
low order detonation
low order detonation
Javonte Blick
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What terms is used to describe an incomplete detonation or complete detonation at a lower than maximum velocity?
Low order detonation
What term is used to describe a incomplete detonation or a complete detonation at a lower than maximum velocity?
low order detonationlow order detonation
What term is used to describe an incomplete detonation or a complete detonation at a lower than maximum velocity?
low order detonationlow order detonation
What term is used to describe an incomplete detonation or complete detonation at a lowere than maximum velocity?
low order detonationlow order detonation
What term is used to describe an incomplete detonation complete detonation at a lower than maximum velocity?
low order detonationlow order detonation
What term is used to describe an incomplete detonation or complete detonation at lower than maximum velocity?
low order detonationlow order detonation
What term is used to describe an incomplete detonation or complete detonation at at lower than maximum velocity?
low order detonationlow order detonation
What term is used to describe an incomplete detonation or complete detonation at a lower that maximum velocity?
low order detonationlow order detonation
What term is used to describe an incomplete detonations or complete detonation at a lower than maximum velocity?
low order detonationlow order detonation
What is a low-order detonation?
A low-order detonation is either incomplete detonation or complete detonation at lower than maximum velocity -OR- leave large ordanance fragments containing explosives and may leave chunks or pieces of exposed explosive; do not move remaining debris
Give example where the velocity of the particle is 0 and acceleration is maximum?
When a pendulum reaches its maximum elongation the velocity is zero and the acceleration is maximum
What is the condition for maximum velocity?
The condition for maximum velocity is acceleration equals zero; dv/dt = a= o.
