MATHEMATICAL MODELING OF THE HOOK FISHING SYSTEMS
Are they Analytically researched hook fishing systems: fishing rods, troll and longlines. It Is Received general analytical decision of the differential equations of the balance to flexible cable in resting liquids, being generalization of the work I. Bernoulli on rallytea, when cable (mainline of the hook longline) easier water. This decision allows to execute mathematical modeling any hook fishing systems in resting liquids. For drift hook longlines and stationary longlines at presence of the currents is designed mathematical models their element: fishing hook, hookline, systems «bait-hook-hookline», node of the fastening hookline to mainline; the flexible tightrope in flow; mainline, anchor. On base these mathematical models on programming language Borland Delphi is designed programme complex CM-LongLine, allowing execute computer modeling of all types tier at presence of the currents. With development of the mathematical models of the fishing systems industrial fishing rises from craft, what it was hitherto, before level of the exact science, resting in firm foundation mathematicians, mechanical engineers, physicists, informaticses and logic. Got in given work to identical mathematical models and computer about-grams can be prescribed in base of the new science «Mathematical industrial fishing on personal computer».