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momentum, machines, radioactive decay

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Answer
momentum   measure of a moving object's tendency to continue along its present path; always conserved in isolated system; is a vector  
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momentum equals   p = mv  
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elastic collision   collisions where mechanical energy is conserved  
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inelastic collision   when colliding objects lose some of their mechanical energy to internal energy  
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impulse   change in momentum (J), shows that if time over which force is increased, the same change in velocity can be achieve w/ lower force  
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impulse eqn   J = delta(p) = Favg*delta(t) where t is time  
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machines   mechanical devices that reduce force when doing work, ex: ramp. lever, and pulley  
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ramp   inclined plane, reduces force required to move object to height of h bc force req'd is only mgsin(theta) as opposed to mg  
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lever   based on principle of torque where increasing lever arm reduces force req'd  
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pulley   allow force to act over greater distance and do the same amt of work **remember that T is the same at every pt in the rope  
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half life   length of time necessary for 1/2 of a given amount of a substance to decay  
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alpha decay   helium nucleus (2 protons + 2 neutrons)  
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beta decay   expulsion of electron  
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positron emission   emission of positron (proton transformed into neutron)  
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electron capture   capture of electron along with merging of e' with proton to create a neutron  
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gamma ray   high frequency photon, no charge and does not change identity of atom of which it is given off  
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rest mass energy   E = m*c^2 = latent energy w/in mass of object  
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mass defect   the difference in masses of the nucleons before forming the nucleus and the measured mass of the nucleus - this mass is plugged into E=mc^2 to find binding energy  
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fusion   combining of two nuclei to for single heavier nucleus  
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fission   splitting of single nucleus to form 2 lighter nuclei  
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Created by: miniangel918
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