Energy released in a nuclear reaction/artificial transmutation
{"Image DocumentName": "Energy released in a nuclear reaction/artificial transmutation", "Image ImageDescription": "Nuclear reactions A + B \u2192 C + D can either. 1. release energy. if \u0394m = (mA + mB) \u2013 (mC + mD) > 0. The total amount of energy released will be E = \u0394mc2 in the form of kinetic energy of products. If there was initial kinetic energy, that will be added up to released energy. 2. or requires energy input. Nitrogen-14 will decay only if energy is supplied to it \u2013 collision with fast moving \u03b1 particle: u < u. \u0394m = (mA + mB) \u2013 (mC + mD) < 0. Famous 1. Rutherford\u2019s induced transmutation: bombarding nitrogen gas with alpha particles from bismuth\u2011214. \u03b1 particle must have enough kinetic energy to make up for imbalance in masses, and to provide for kinetic energy of products. This energy is suplied by a particle accelerator used to accelerate the helium nucleus.", "Image XResolution": "37", "Image YResolution": "37", "Image ResolutionUnit": "Pixels/Centimeter", "Image Software": "SlidePlayer", "Image YCbCrPositioning": "Centered"}