TY - JOUR ID - TI - Applications in solution of physical problems by using Lagrange and Hamilton's equations for conservative systems تطبيقات حل المسائل الفيزيائية باستخذام معادلات لاغرانج وهاملتون للأنظمة المحافظة AU - Ahmed Ali A. ALmuqdadi احمد علي عبد السادة المقدادي PY - 2017 VL - 16 IS - 32 SP - 219 EP - 229 JO - Misan Journal of Academic Studies مجلة ميسان للدراسات الاكاديمية SN - 1994697X 2706722X AB - In this paper, Lagrange and Hamilton's equations for the conservative systems have been studied through the applications and solving some physical questions in Newton's field, electrical field, also of the plants moving within the sun's gravity field as well, the solving also have been compared and found all identical , and extraction of the potential energy of conservative force. But dealing with Hamilton's equations is easier because they are from the first order; therefore, we are dealing with the scalar quantities and not dealing with vector once as in Newton's mechanics.

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