diff --git a/16 Advance kinematic JEE.ipynb b/16 Advance kinematic JEE.ipynb deleted file mode 100644 index 1616c51..0000000 --- a/16 Advance kinematic JEE.ipynb +++ /dev/null @@ -1,1902 +0,0 @@ -{ - "cells": [ - { - "attachments": { - "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "c149aa1a-8567-42d5-bf92-84cea6dcd55e", - "metadata": {}, - "source": [ - "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" - ] - }, - { - "attachments": { - "7f52af1d-2b0c-4f54-9578-af4fe48d905a.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "f6f50e14-0a7b-464e-8bae-5e41e2f7aad0", - "metadata": {}, - "source": [ - " ![da_200.png](attachment:7f52af1d-2b0c-4f54-9578-af4fe48d905a.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "b9f0c731-4bf4-4752-a87d-aded78c948e9", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "from physic_lib2 import * # run this to reset all variables\n", - "reset_ee(e1,e2,e3,e4,e5)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "dd0cdf22-f9d5-4227-b4b6-5227e6a6c046", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =H - \\frac{v^{2}}{4 g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "P=mparticle(y1=0,a=pi/4)\n", - "e1=e1Q(H-P.y_max())" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "9d07f319-d54d-4572-bbd6-b86504532112", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle v =2 \\sqrt{H g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "v=e1.solveR(v,'v')" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "6852cbcd-abcc-4095-bae2-a309a0436037", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e2 =\\frac{g t^{2}}{2} + h - \\frac{\\sqrt{2} t v}{2}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "e2=e2Q(h-P.y_pos())" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "aea1a7d3-ba5a-4fd7-b159-d9726d4bc0d9", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle t1 =\\frac{\\sqrt{2} \\left(v - \\sqrt{- 4 g h + v^{2}}\\right)}{2 g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle t2 =\\frac{\\sqrt{2} \\left(v + \\sqrt{- 4 g h + v^{2}}\\right)}{2 g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "t1,t2=e2.solve(t,'t')" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "d56cb03b-411b-4dc8-a942-23b7244dbba5", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle T =- \\frac{\\sqrt{2} \\left(v - \\sqrt{- 4 g h + v^{2}}\\right)}{2 g} + \\frac{\\sqrt{2} \\left(v + \\sqrt{- 4 g h + v^{2}}\\right)}{2 g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "T=MyEq(t2-t1,'T')" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "6bd4e5a2-33d8-450b-839f-e2da5d3ff90b", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle T =\\frac{\\sqrt{- 8 g h + 2 v^{2}}}{g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "T.simplify()" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "d514d0f1-1456-4656-bf27-4982b5f75a0d", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle T =\\frac{\\sqrt{8 H g - 8 g h}}{g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "T.upgrade(v)" - ] - }, - { - "attachments": { - "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "52889087-b718-43c7-ac9c-8e67138fc056", - "metadata": {}, - "source": [ - "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" - ] - }, - { - "attachments": { - "81aa74aa-0db5-43e6-9c51-7799df75c82f.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "217ca08a-cec1-4f51-8a75-3eb2dcd19462", - "metadata": {}, - "source": [ - " ![da_300.png](attachment:81aa74aa-0db5-43e6-9c51-7799df75c82f.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "7b962460-7292-4b39-a90e-251abfce18f8", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "from physic_lib2 import * # run this to reset all variables\n", - "reset_ee(e1,e2,e3,e4,e5)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "3f4d6210-08c7-45f9-b594-aa5c035165ae", - "metadata": {}, - "outputs": [], - "source": [ - "a,V,A,B,t=symbols('a v A B t')" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "de9512ec-de68-4bd5-b10c-e4a4d30a4c22", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle V =\\int \\frac{1}{A - B v}\\, dv$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "V1=MyEq(1/(A-v*B),'V',var2=v,ktype='I')" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "894c75e2-8064-4c7f-9eb3-dcab4080ce4f", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle V =- \\frac{\\log{\\left(- A + B v \\right)}}{B}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "V1.doitI()" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "4cf39240-91ae-4ae5-96ff-d18d27c51a5e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e2 =- t - \\frac{\\log{\\left(- A + B v \\right)}}{B}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "e2=e2Q(V1-t)" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "2193b5f2-3ad0-4829-bd9b-dfe59cb48197", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle v =\\frac{A}{B} + \\frac{e^{- B t}}{B}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "v=e2.solve(v,'v')" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "c4c59bf6-3ae4-420a-adb8-4b8645d1cc21", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e3 =A - B v$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle V_t =\\frac{A}{B}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#velocity terminal will be maximun velocity or when acc=0 and v not 0\n", - "e3=e3Q(A-V*B)\n", - "Vt=e3.solve(V,'V_t')" - ] - }, - { - "attachments": { - "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "2438c7e2-7b8a-4341-869c-b66272e3043d", - "metadata": {}, - "source": [ - "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" - ] - }, - { - "attachments": { - "2b1a224e-d320-4880-800d-7600fe955383.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "d92c2278-2e98-4cd8-9234-c9a027e548e0", - "metadata": {}, - "source": [ - " ![da_400.png](attachment:2b1a224e-d320-4880-800d-7600fe955383.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "3c40250c-b6fa-4d73-b073-2dd03b0e087a", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "from physic_lib2 import * # run this to reset all variables\n", - "reset_ee(e1,e2,e3,e4,e5)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "6b81661e-5859-48a9-ab81-ea49c9eb7e84", - "metadata": {}, - "outputs": [], - "source": [ - "v,alpha,t,x,g=symbols('v alpha t x g')" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "e18c3027-2f92-47cb-8cd5-43aac6f61bab", - "metadata": {}, - "outputs": [], - "source": [ - "P=mparticle(x1=0,y1=0,v=v,a=alpha,ac=0,g=g)" - ] - }, - { - "attachments": { - "61d93ab7-3872-4d6f-b27b-bd6358b8c622.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAtsAAACICAIAAAC5l7CPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB0lSURBVHhe7d2/bxxFG8Bxv69s6+CCZRPLL5EsIYuIgjr5DyKBqOhSug0FTUSXOh1KQ0Fal+moEEj+D0xNgYwiJEsJlsGWycHJdvHO7x+7s7uz5727Pef70Uk+n8+3e7NzM8/MPLu3BAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAttLr58/bdPz/YvG9+X3DDO39mvh39zM018ysAAGjyX/NzCnbX1nfEj+XhF6v6gVnRAcH23RdD80AXBk/fUy+3vPKJ+t1IbMs9c/WGhGJYAGsvtu/smvsAsJCmF5EMPl4292bLBgRLSw/e6256ZvXWp/rtXF3+on4qqW25Z8IbPP1Axm3yxtRRMxFeyLL6eX1gHmggnr/1YGn4bPvDpzOO/gGgO9OLSFbvzr1jvro4MPeu6/67QznfI1S9pnt8ZaXhmXOnV9NKt06nlLzdTfHi249cZRhsXWNDJrKZ0q72gjw6IryQfrscq5+Nzh+ejtSdlUdbzJQAWFRTi0hWVz8y9y5+vTD3ZmL85G/VOl+dfXZyrh7pwCfLK/rO/r/haya2tfuO6S3jZ87f/fUPTfCxpVbTSh5siL9225/Jsf6z0jh/8rmr4YaObD5ayZw8WDQiHLFHZ//08KEOM3KMXt02QcnwGbNQABbT1CISP1UQLnPMhGidjw5vvz7pborCrUCNfih0EsVtuWdeHl7qO70gwpEfb5mgqtbwWVeZyMFYf2l8LEvp6PCzN6pQltd/nKjXdNFe9uTBQpk4HNFGr0zxXmsWCgDmZoqZrcZ0Fi/UWoC+zWDt3K5ANUdX7pmj72c6M9Tg4Ox039yVXr450iGCv5kRdkeZyHHnettOIB2c/f5YxxKT9JrVceFNMHj6/jXCEcUd5S4zqABgVtpEJOa8kmhi30cG8dj6/orp1jpfvNCrD8FawMqjtcwBt8+vbNcd2hWol+M3DdGVW6vycdikG+3Y+Td6AK06vHtnpTmG0SsTK+SQ8x/mTaUyVddemHDk8vlxsXPdOzk2veZGyxWidHKxZXYpDE9NfmhFyXd9XBrKRKveqF2QWhofl8MR8ykrvaxZifOP26O8vP71PCsbAEyiRURi58yHn+ufqgn2kcHy+o9BUGITL/zihY9dEu11MmPRNt/B88WLlFcfgqCn+iQFubc+v/LBRpuZFbsCFS8WpLZln2l2ScZw4UaDPnhu1yypWk5yMxANeT/yOIaZKIOtQmnvbprFmv3T358kXsqlYdqKVMtXG7dRUdP0I/qmytCcar60clfXDnm47ZpR+XDXHBcjt0JqjWUi1dVAd9LW6HEi+Wntc/1ixfPJ177Wn4XB0O3/wT+jl+rOg3fyq5aPk9K3OdRSAG+j/IgkzpAQzWvYBGt+wr/Qvckmz8cu5Rl7O0CMm1G7AmIbYjEi9C9iUxPEzY8ph0PdCe0sF8INN2p3Vj59t9RnVLDzPXFfntpW+Ew5ft0ovk/bB9seaLA1s+beJecm3V//nz4EL9+c7qlHkqJDYO0MbvmecnjHPCE11jdGIzNN0qLXrPTyStSwQvpO4nCbSEUQ4UjpuDwrBB95FVJrLhOptgbaze2fvqop/MK1cFzktzQe+f+6OPnWrIv5MKWeO/SVBhvTXxgFgAnzSKJp+dtHR8+v1MO+3bdtt2wrRTgSnPypFM6VyDs/ZfDFwLx6mJoQcktFqpdyxA6YtlvlT5hVg1LUUsn25dHkQXJb/pkrd8xcjo6cjs/0yLV8kki8q9NTMwUi40Wzt1dnX5YXdJyhfVP6EBwdlhZ63Fj/8vl5zaG8ONQVJuMicnv/VsQ1V2efqXg0WoFS6Tuuq1aHW1dOG02KSNqGIzqZJrlW1eKEqeYyERpqoNnc1dk36fdqi2tp9WNbZ30YVDqnzJaYf3K9g8vGGjjj0+UAvKUmiUg+fV83r6PHR3pafvyraTHjWQTV3QaD70RbrNhJ6UKLXMzJsFFOdWKjWyr66R/fLfgh4PhY9V7nP6g/Zie42L48Tl9Ibcv1+sNnqturipzErnw/ViVVHwFMQ/Qu9MKTjRdF31Z3gtLaC9OXu+wQ8359eo1PhjhNrddMRJ/N5KNeUetkxx+fS+USii8O7CSNqG/qcI+fvBbP1xXVT1TYvy79cqWrbFh1MyukkFEmzTXQbK46S8nWFjutIsIRGwaNHpcP2eWlCn+zZwFNCdfcamduAKAjE0QkKzuyeRUdg2unSuNv23b/tnTrOztVELbF0eA4N2/U/m/lGaql3ZDsWnuwQr93ItvZyjWFIhcJhZLbip4p+jy3CXeBNZeJcnD2u2zruzxFuZ7vs5fchUmCTAsZPNXuzP31DTvK/0P17nbqKwiq7NRC/QSJ2BeTo9qcKey4tNZwhcJxVehqyUzSmPoWcW8h/GtiAiy3QmaVSXMNNMt/URhd4E6i2bm1setnZcLPYODi4jf1M38WEAD6ID8iCbtbMSIMmkI/Mra9hUnwvPxooIak5YuVhSvi9smFFtn14m5dw52mYXIbi3GJ3cOg03J9RsMKfY7oNObEtvwYWoh6RLfeNL/TVt2+DbbcKoOm5q4a4zP/Fr49G8sUGTOzEo7Rk1Fagj2ydX1wkU0ZbljkGuiqmMoPXd00wXH0VzcdEkwd5VbInDJproF2+a++0Hw6sJ5+k1upnLposSgGAP0xyapNdA6FX5j3I2PbyOrZlMvnf/kG2k6SByvi6RbZjSxD5w/DdXoVl/iERD9Qdi/URSgQxhlOYlu+1yxGYOWIbfbcvjk2Nbg8l5Di4lGZBGpiGpnJEXaKYczqqa46CB9dZNBmZcfNvtQHMTtqwiOZnOviiTAy8MmhQbiZXSFzyqS7YHR0atethJpwRHCrqJlkIpGdNkvdONcGwExkRyS+Yw7b1uAMgqCDsTPhkp3QNmwanV/kNk8OB6nxqZuFC3SqGW+XVRCcRWk73eD5qZmMTiS25XNd9/8Olz+CVIP6tYyZ0NmX8laeRahRDMtURnPlKk+QU+niD3OFDFthytNmdXJnXxQ5Y2HueonIwCeHxnIrZFaZdFUD7XqQkZu1mqXxuyG5CCyAmciOSMqDbHlRBzfEDDsY13/Ix4uZmybtTq2IqzuGXccpXtohTaUr2m8XM+l+NiDwkjMZirrKRZtLksQS2/LiiM0WUSEys5fZ6PZ7ZCrZHS6mHldxVwEpXlfDzKzEk2TmaS7RZ+XRli3bi5N79mqw6ntzdGmk8jHr2H49jBJk9UsdwXTfX4oMgnNk0vIrZE2ZtKiBNUGGD0deminGTr9Rz50wXCm32gDAdUywaiPnqGV3ZYb+KhwJOxg/5IrWa4yLNz+Z6Y3hV1FvZ17WnShhV2cqWsPgqhKFSZSywgUz7FZyBtyBplV5OzNku5Y4Yosis9XNr8xbz7pK2PWFs1YZfExZzI6MLk2hTtVRvbU+BMGZuqLLVJUkrCdacV2jjTBKKLyslT6FKp7PkAtJ+t/Hx6aaJQ5udoWsLROtpga6WUN/xZRIEI68Obr32l6GX+5eVVDikmPCzKc6OtO2+hYEWwAwNbkRSeWsgBggFsa7bjYlnSgwfvLaJKiWujFjP7rMuYkb3Kjd3IJ4qOIqDuJfzUkH0VU+zT/Gybld2DvXFx2xnXGwh9Vn1fZ99GkG9z6ODEINF2+5i6H5b6DtlrsgRyFKiKadlKbyHGyJf/c5H25iL/g2n8wKmVUmOTXQzhomv9DYnzlsg9q9E7dkKUsjsZ5ir92XfX47APRCbkRiBtnjY/P9opK6MkQ5G8BckbMmbUImqIqxl+vG/GuqCXD1uB2mm4l6O+wrKMdDUcvuv8wlJva8m2Ff1Iv4LiqQDEdsR1VxnfXOtcrDEExqpByUm554/OTvdKghT9UJ64C8uIXP8jHkYbUPir65daakuyCHF+xb0PFXvcHyobHHxcYfIqqwayhZFVLIKZOMGuhO1i1e5lVw6bThdKOP6YXS9yH4C9JfN5cWAGbrP+ZnAzt1LBrocggyDav2KvV2i7ubZmSsRR2SZv5FDD2jbv5+9EX8xb/m0JsWA2UTQgkV2/IFJU2yrSkxhXDNw+cOitb21YJ/jwozT1ABEgWr/5qoFZ7P6Ym3bg9Z3VRWokIaGWXSWAPtWyv9qWqjUsVHsu5fAKDX8iIS28zVtvhdco34BF1XvkKUk0Cz3qmgbza976IcgulWSJcUVXyzOuxoEdpWBjcA0Ht5qzapk12nyZ2rOd00i72Tw2ARSvUHPptP3QhHOnVw9odd0DFnSC3IIZhyhXTXGimeZxteAj+Dv4J+OcMGAG4EMfBSSXmpky2vRQwBy5deVUNGnQOYvlo8Fpk+uD296Nb8KuSqPGFYb6V4xnUm9wpc0AzAYsqaI/HXF+mYukqEPA0hjHXcJcUKlxrDjaC/162nk0/zq5DBhVt2bm23vyLZ4On7Op2lFxfiA4AJZOWRvNi+q1IC669dPYk46S9Wn2kITMGcK6RNKJkgW0Xv+cwyvQCgc1kRiU6Xm1Zj59L6IqTmYU6okAAwD5ln/05dfM5F95MxQCtUSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABLg6cf3P1z++6LofkdAAC8zf5rfs7YcOPRsvz50cpA/d5/19xPE4Gp251d8yAAADDmE5HsvmPmRn67HOs7vXed/Vx7sb2tIzBl+OyDzfvmfu8N7+hA6q2ZzRIHi5DxpmJgMHuUeSPaHG8uEcngY9M9j34Y6Ts32e7m1gNz11oefrFq7vbb4Ol7JhJ58N7iRFGe+KjLpvDn9cwpLvF8cbCGz7Y/fLoYB2jp/vqH4g32I15sW9ozJnaPgcGMLXKZz8jitTlTlR2RrG7+LD8SYamZBijxOTFPVrfNNfOgs3rrU11Hry5/UT8n12qv5mJ18yvTPo8eHx1+9uZS/9Ib2Qk9VxcH5t6CkHXDxILZU3HnD091jLzyaGt+oxbT/WTswPDOj7dWxM/5x4uTlPZMMTCYvUUu85npR5vTG7kRye7a+o78uXJXNoBRAyQ82PAxwe7m3T+39JOVwZYeM8nHdazg/rq8/qONHuRNxy6JIEPRj8chds5e6UFkMG7zs4gzCFnuvzvUb/blm9O9paWDywv5y9Xoe/Vz/hoSesZP/laflquzz07O1SMLQtQEW832Tw8f5k/FjV7dNg3E8Fk5mJ4F1/00DpvWXmyYGrz/98k848WJS3tmGBjM3mRlrsPx+o9eznMWyPzbnB7JjEjcOsvloaxXay/CmEMyMYHo/p+Vuradwa2cuP7lleylbRe+8um70QuZ4GN55RP9u5SxV+9ufqcGkTvLqmmXIYufRQwDqSn5ZFnHSqNvz/zAcc79R6A5oUd8Wo4Ob7/uyw5nuWYHOXplWs/B1jym2cZP/jp7ae6LYVNVFRV9mA2+x8fzDAL6H44wMJiHicrchuM1Hz0RjuhAfLAx7dZ7dubc5vRIyzwSVZ/cXNzLN0e3j46eX4m7Kiawc8iCaJtET/Y46Ob2/q1oq8THTPR5R4f3gj5biPvItc/1RzW50FO/V97g6fvFkOXR2lRjUrvb45H4TEqqg+9Nq30jE3r8UZ64gzw4O91Xd+YzSX5xcs9UYCE5lyvCERtYj49vz6SX8nOc0cxNB6U9AwwMZm+iMh9/PzZNdvqj58IRWd9+f9KTgLILc25zeiMzIlm9q5u/q4uD4R09CyI6fhVDjJ+8FvGEqBxuDvny+bFum0yH93L8RtZC/aHyTa2cyit9zAZfDEw9jvrI4dBEG/qljIy9CiKS++v/0424DFmO7TB0eXWKh3919SP1U0//zEPtEtW1Enr8K4tbj5IZ7XAzOXNgutXS1Khe2gseP/9GD1mW17+ez5BFVGD3SSnM5QbhSDhoTmWf+DCiMqOw+TjqwgnmPoM4vra0e4OBwexNWOYHZ3+Yal/+6K1u/uzDkZkevopwvFtzb3N6IS8i8T3rkplVGx8XpjTur2/YKYo/VOhq282rsy/DZ7pe0NXUiA0y4r/eXzG1IBpDZOyV8/Jq9Ws9f6Ofc/HmJ1Pvw2Wgrq2s6OFjYugj149S9Vs/HvcfE6bCyJdKLFHlJvTYHOFELyU7P//Kws6t7UI333X6jvn3+H/ta/pNuySM0ePEzIFtJYth6JqpG4Oh684P/hnpmPXBO9H7quXfY/oWF1ETEZQc62GTS8YSdjeDcCSI5u04e/i5/qkqkg8jxCEuByUZx1HUFjfx6ez/q8u2vrR7g4FB95q2O3mZ+1XLBxtBeC3qc83i4FzC8a5N1ObcNC1XbQZ6SFRugPzcxrdnY3UUdUs3elyYabSddLqm2npsmzzNdhhVKvfKb050Nipgcs8Z/2oGoKsfTynmDSYYH2z4eq8/Ni3SZVYnS4VJZNUUtlXFHBo7L2W26wTvKxKugE64z9XsWDz+rNr41UUY9mn7p69S8a4Vh6H+jIAwDr44+VaHkUGYUs9NwlVqvfJ9/tBO5olYQRSv+GSZxjEOR8RLRzlVQfPtFU5zyDiOfnPC+FjNccqb6Q8yS3vuGBi03ed6GdutK/NGFydfmjRYd7awb82SsyPzCMenoH2bc/O0i0h21NKgzlSK2b5BniBgj6JMECk2VbbqXP70T6Km2n46yv8ITiEr5IUY1Xvl6eeETecvV/q17Hk6XXNrwwWF5jv+xNamy0iZqTCi3QmzasxQW8cHmQk9bl4qjh39+R2ui3JZ9BUroB2k77jCrG8OzNOuzr5Jv8WLw1IYGvXxcURrCyo3ZjW5e3Uufm07YvSts4xr/SerLqXANd9y/TRYJw2res5xdMMM2Q2Us1WaSrsfgsCLgcF1BwZCznZryzzHwdnvJgdxef279U11xQ7B5QMUzCMcn462bc7N03KORIoylQw7t2GppjDRaLqqk26abTJU8FebINIktVdBtypVNJ1TupL93kkpY8ZX6FbpMl5mKowfrJtlrPMfVNmY7jwroccdiyh2DKYTfEKly8lKLoF1kb7jArX4CLpaZ06JNE+rKj2x0zZvzvQKotGxY6DSZJ5wean2NrcLsQVbcysG6Dl862ykdjXw6fv6GInDqlP/3HSgD+jzjqMbZiTzGxpLuxcYGFgdDAwyt5tZ5vX2Tmxx3VpXZSj6lJxU1hmF49PSts25cdpHJOn8D8sc4KDqqAk0O23oclGDj7oIVwuzpu6v4n911bnSx6laxV7ZblW4fP5X1I67EW1x8NG5RLvWJl3Gyk6FcYtcfhlr70R+6qLoviGhJxk72pY6eGXFzT0UdZO+49ak6zs/E8+lp9801+nu3NrY9aeGic471VZeXPymfk69hjRxrbNqZ+ub9ZUdeeDCd1Q+lJnH0QSyomQTl9rMKO0+YGCgdTEwyN1ubZnn80uWQuaZNbMKx6emN23OvLSOSBpW0aKVcrUCqiLWYhdr665cTC3Pnum/ikjFRLujx3/pSlG5wlKxV64tFpXvtFihTTQqnrXVakYxmwu/Shc1apUu0zIVxqUYN4xI6hN6kjGTa6lrF8ikbtN3zKsVOz9/wQP1Fmw8V78y4q6QOHxmKl7YeRfYHrplwz0FLlaoeneuARXiqMWfDmMPZfZx9JGQTnEI4pK80u4TBgbCdQYG7bebKvN80aROXrLnrMLxKepPmzMfbSOSdCaHr+JLK4+23KqhD0Xth9AddZluIp6jV2Ts6TmO+quNVGTPaiPHinpZsVe+mb58fh5WPsXvs5JuEa6huJLlXSddJowzUqkwFcO+EjuzWjHGddMSQbxS+S/VrWon6TsVnV9TvnOV0akdwAk14Yjg4qdMUep+4lbI/mvBRbfNTXw0mnSzjMFHoM1xPH8YXlVIxSWTZ0TOhys6BgYN+9wgf7s1ZZ5LfJSitFMxbkyeC6O4dl6YRTg+TW3bnJsmLyKxAUGpV3DsVQVL5CShD0X9BXAc8QQ1pSntnftpOs1mVtuINayXzXtlpS8UGFwcs5TV2KFyW9MqXcaN2KTmVJhUE5aQHHsFbFsWDBMr/8Vey9+37C33uYEprrAzlkuBLoBLj2UrFFq6TjPIXI9eJcz+a6U6ujX8E8JINEir9HOELY6jpkb2bh5+0ozIeWFg0NHAoMV2G6trA/8hVfk3pu7p083qEY4vusw5EhMQ1MWVo1d+eVJTOSUu2tDiND2ZfBQ94eLknplUF+QapJvhtMFKWJMa98o+oSr/QF4cU61x1qYKTijRqcdcF1ubLtMuFSbVhGnqbEPXl7hBTNDNBwk9UUhRS7ysO1fFRR5TSd8JV/rKufReTZARtHS2Re7y263cyXuVqibzmrjBbtWg0z3BkUfTdq4ZAXfyOAbUJQftV4IFaXedhnTTxMDgegOD1oGsUDHx08Bfccfk3/gL86SjYcLxGyR31UavgBbCiyLXwetbRSOoX0rdUslK/oSFeLbTvHj0L417lbXb09HcqWely7iPUPi5sqpTYaLvEpKdk+5vSg1f2M3bZbIKbjpx+JWZppKLFLYFDyOPCfe5SWGl78iGtqabt7FO1bAvGnjde+0iY/GyVftgl5yzJ5+Dup28pSp8BleXMpp4U0r+aBZPFc4/jjFRi+xrig6yqbR7g4GB1N3AIJYOZBvLvJp/wSDtVE5XmOGuzAooTlTMLRyfhtZtzg3TOrMVmYLmoEpOuoxbIs1LhXErWXrtM+qcwhXWzISeiJ3pVZcSkv/llz/iTPiW+2zuVSqfJ7l/GkaZNsyysU5y2OdPfLAXEQ7OCJCFkJiPtUvO5cFf31R2XaJZL83/ZR5H1XcGtyDEka12bWn3BwMDqYOBQYtANj+QKqi5OFA4fS6vcZJOyZpROK7vTMXitDlTQkQyB+3SZbTcVBj75QhF7nQ4rSGhxwn7G/+VExG59BadPuB0lb7jvhhTUEuBanO2wXXjSxuNpb5r2qUrho1OcJn2xHysv0T6TE//q1XVGprwd3zsC0oteibnKfOOozslIeZCnLrS7hEGBrn7bO5Vyt5uTpmnhGfjJ5fRw3YgaCHnEI5PSx/bnBkjIpmHFukyrVNhDs5+D7olQfY05Wtz1Sf02G9YKOR/ydnL4L9kEJNaieg+fUfsrVn4cF2sy0Tz05s2nitcn1FwK83FweL5Q7dIXPhTdZ7g7NnDUdVO+dGwL6jac4gyjqMtTEs9Jwxxqkt7QTAwiPe5QevttuOvWlaTrSirt205XXQ+h3B8SvrU5uDGUZO0xYu/oSP6CzvELVptMWVentSVc7OtjoUdJC3C4ZNnHsm9rT49cjoqS7tH3GA3fZaEewuFZQtTpP7o69dpVcKuiqpbZUUKhuOl55R2wwkH8VV7NcE+N8rfrri1ODOl6kA00x/tdpWw8V2ET6h6TufsRhehzQEQsM1Q8dPrHm/TGpbZ9nE2LdF12b291lueREelPVWmcGjlZ2iSMjdfKNi6Is0rHO/cYrU5U/Mf8xPoI9HnbT9aKn2xnPj06jneYuaaaqHsWX/JCfBm7hXGYbZ/f4mhlco/uMz74o9OXb+0geuwTYFdcVtMi9bmTA95JOgzlZ0n0wPD8ZZfct7/u7SsG+To7GRcUqnEXbs6lQ/YR8EpFbN33dIGrsVd8WzCK/30wsK1OVNERII+cxmCqW8nqMp7H71y6W/tmWTD+vMd+sSdUlE6p3Q2rlXawHXMNRzvzMK1OVPEqg16z63RROaxSNFLetWGRRO8fdZemPHJqPYLqgCgU3H2e9uEfAA3kG4W3vJsUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA3g5LS/8H9lWEHHQVmvMAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "c3c57165-2611-4953-8f1a-bd224de9296f", - "metadata": {}, - "source": [ - "![eQ_trayec.png](attachment:61d93ab7-3872-4d6f-b27b-bd6358b8c622.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "c25fb563-42d1-41d6-b785-2b1bd9cee187", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =\\frac{g x^{2}}{2 v^{2} \\cos^{2}{\\left(\\alpha \\right)}} - x \\tan{\\left(\\alpha \\right)} + 40$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "e1=e1Q(40-P.eQ_trayec(x))" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "f07879c7-70d1-4d7d-8f56-135a226295c0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =\\frac{450 g}{v^{2} \\cos^{2}{\\left(\\alpha \\right)}} - 30 \\tan{\\left(\\alpha \\right)} + 40$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "e1.set(x,30)" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "54350bb8-7044-41a1-bc89-8c24675312c0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =- 30 \\tan{\\left(\\alpha \\right)} + 40 + \\frac{4500}{v^{2} \\cos^{2}{\\left(\\alpha \\right)}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "e1.set(g,10)" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "fbab8e8b-8a2d-4f46-9ee4-96db4095fcaa", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =- 3 \\tan{\\left(\\alpha \\right)} + 4 + \\frac{450}{v^{2} \\cos^{2}{\\left(\\alpha \\right)}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "e1.Div(10)" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "669af4cf-1459-4136-b758-2e1f0f327df2", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle v2 =\\frac{450}{\\left(3 \\tan{\\left(\\alpha \\right)} - 4\\right) \\cos^{2}{\\left(\\alpha \\right)}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "v2=e1.solve(v*v,'v2')" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "128280ad-e9dc-4351-8fa8-ba9ece944e4a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle \\frac{450}{3 \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 4 \\cos^{2}{\\left(\\alpha \\right)}}$" - ], - "text/plain": [ - "450/(3*sin(alpha)*cos(alpha) - 4*cos(alpha)**2)" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "v2.opemat_deno('etx')" - ] - }, - { - "attachments": { - "b7c243f0-7a89-4245-aa60-86e4d5ebeb57.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "878d316e-adbe-498d-93cb-a17348d435df", - "metadata": {}, - "source": [ - " ![get_deno.png](attachment:b7c243f0-7a89-4245-aa60-86e4d5ebeb57.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "8928ed36-fa77-4d85-ab91-44bdad6dcf46", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle fa =3 \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 4 \\cos^{2}{\\left(\\alpha \\right)}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# v will by minimun if v*v is minimun and denominator of upper v Eq is maximun \n", - "fa=MyEq(v2.get_deno(),'fa')" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "id": "1038edf7-2a09-4dd3-9f33-5c555a622032", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle \\frac{3 \\sin{\\left(2 \\alpha \\right)}}{2} - 2 \\cos{\\left(2 \\alpha \\right)} - 2$" - ], - "text/plain": [ - "3*sin(2*alpha)/2 - 2*cos(2*alpha) - 2" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "fa.opematsec('s')" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "f6c6664f-0390-4965-851f-97fc77f7fc9c", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle fa =3 \\sin{\\left(2 \\alpha \\right)} - 4 \\cos{\\left(2 \\alpha \\right)} - 4$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fa.reduFac()" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "1be2c0f7-34b7-47ce-b2ed-560deb7da782", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle dfa =8 \\sin{\\left(2 \\alpha \\right)} + 6 \\cos{\\left(2 \\alpha \\right)}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "dfa=fa.diff(alpha,'dfa')" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "d5ef33e8-c6ef-467d-a4ac-65e678c67b41", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle dfa =\\frac{8 \\sin{\\left(2 \\alpha \\right)}}{\\cos{\\left(2 \\alpha \\right)}} + 6$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "dfa.Div(cos(2*alpha))" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "id": "7987adfc-9878-4a5e-9054-939dee488dd1", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle dfa =8 \\tan{\\left(2 \\alpha \\right)} + 6$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "dfa.tsimplify()" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "id": "894fbf76-5714-41dc-9645-a2d9324e5350", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle - \\frac{3}{4}$" - ], - "text/plain": [ - "-3/4" - ] - }, - "execution_count": 31, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dfa.solve(tan(2*alpha))" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "id": "7d14e648-0bb4-4e48-bd9a-4999567c6f54", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle v2 =\\frac{450}{3 \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)} - 4 \\cos^{2}{\\left(\\alpha \\right)}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "v2.s()" - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "id": "c551e46e-9758-4d30-869d-2f629658ac53", - "metadata": {}, - "outputs": [], - "source": [ - "T3=MyTriang(cat1=3,cat2=1)" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "id": "c676f8ed-008b-40f7-b046-87b9107f7767", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle v2 =900$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "v2.upTriang(alpha,T3)" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "id": "6d90e2f9-07e7-4ab5-8e80-f552a12d1823", - "metadata": { - "tags": [] - }, - "outputs": [ - { - "data": { - "text/plain": [ - "300" - ] - }, - "execution_count": 35, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "V1=300;V1" - ] - }, - { - "attachments": { - "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "57dd1551-0e82-4d64-9dad-d809025b659c", - "metadata": {}, - "source": [ - "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" - ] - }, - { - "attachments": { - "4c83ce58-83f6-46c5-acda-4cd6f33d39ce.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "23cb97d1-15c9-41b6-b012-09733e12fb75", - "metadata": {}, - "source": [ - " ![da_500.png](attachment:4c83ce58-83f6-46c5-acda-4cd6f33d39ce.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "id": "02632b11-1d04-4438-accb-35fbadd61847", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "from physic_lib2 import * # run this to reset all variables\n", - "reset_ee(e1,e2,e3,e4,e5)" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "id": "e15bcbbd-bda8-400e-b52a-c7f7e0050150", - "metadata": {}, - "outputs": [], - "source": [ - "v,alpha,g,a,h,R,x=symbols('v alpha g a h R x')" - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "id": "0ec46ac1-054e-4ddb-a4ac-6e326456e26a", - "metadata": {}, - "outputs": [], - "source": [ - "P=mparticle(x1=0,y1=h,v=rpow(2*a*g),a=alpha,ac=0,g=g,y2=0,x2=R)" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "id": "a2c0ef28-22f5-4a53-a2b3-64323cba3a69", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle Y =x \\tan{\\left(\\alpha \\right)} - \\frac{x^{2}}{4 a \\cos^{2}{\\left(\\alpha \\right)}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Y=MyEq(P.eQ_trayec(x),'Y')" - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "id": "aed3dc8f-8dbd-4b3f-9ce0-a3796dc415f0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle Y =- 4 a \\cos^{2}{\\left(\\alpha \\right)} \\tan{\\left(\\alpha \\right)} + x$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Y.reduFac() # beacue X is max when Y(x)=0" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "id": "f78652d1-e730-4c50-8d85-efbd08441ee3", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle X =4 a \\sin{\\left(\\alpha \\right)} \\cos{\\left(\\alpha \\right)}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "X=Y.solve(x,'X',kope='x') # X max... in func alpha and Xdiff(alpha)=0 get alpha to X max" - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "id": "8ce7fb32-40ce-492f-85d1-b845c1d432ba", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle dx =- 4 a \\sin^{2}{\\left(\\alpha \\right)} + 4 a \\cos^{2}{\\left(\\alpha \\right)}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "dx=X.diff(alpha,'dx') " - ] - }, - { - "cell_type": "code", - "execution_count": 43, - "id": "81e833e1-e2a2-4779-9726-9ea4541558ec", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle dx =- \\frac{4 a \\sin^{2}{\\left(\\alpha \\right)}}{\\cos^{2}{\\left(\\alpha \\right)}} + 4 a$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "dx.Div(kpow(cos(alpha),2))" - ] - }, - { - "cell_type": "code", - "execution_count": 44, - "id": "4c168d48-da13-41f2-803b-e4ea629dcfa7", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle dx =4 a \\left(1 - \\tan^{2}{\\left(\\alpha \\right)}\\right)$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "dx.tsimplify()" - ] - }, - { - "cell_type": "code", - "execution_count": 45, - "id": "175d9b1c-11cb-487b-9e45-538be4176868", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[-pi/4, pi/4]" - ] - }, - "execution_count": 45, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "dx.solve(alpha)" - ] - }, - { - "cell_type": "code", - "execution_count": 46, - "id": "0ada8cac-ec08-44aa-9b4e-703b47a4a4ab", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle X_m =2 a \\left(\\sqrt{\\sin^{2}{\\left(\\alpha \\right)} + \\frac{h}{a}} + \\sin{\\left(\\alpha \\right)}\\right) \\cos{\\left(\\alpha \\right)}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Xm=MyEq(P.x_max(),'X_m')" - ] - }, - { - "cell_type": "code", - "execution_count": 47, - "id": "69c875d9-1bbd-4869-b03a-462820456b00", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle X_m =\\sqrt{2} a \\left(\\sqrt{\\frac{1}{2} + \\frac{h}{a}} + \\frac{\\sqrt{2}}{2}\\right)$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Xm.set(alpha,pi/4)" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "id": "382bcb46-0871-4442-aeac-c1d7d4ac06ed", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle X_m =a \\left(\\sqrt{\\frac{a + 2 h}{a}} + 1\\right)$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Xm.simplify()" - ] - }, - { - "attachments": { - "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "f7d6b528-e4ff-4db2-981c-5e72a347d216", - "metadata": {}, - "source": [ - "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" - ] - }, - { - "attachments": { - "0d68f7da-b724-405d-91e1-acd5777af8fb.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "fa6e006e-dd68-4cdb-99cd-4dc0aae595b5", - "metadata": {}, - "source": [ - " ![da_600.png](attachment:0d68f7da-b724-405d-91e1-acd5777af8fb.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 49, - "id": "ebda5b51-ea72-45e2-b82c-d8c47be98105", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "from physic_lib2 import * # run this to reset all variables\n", - "reset_ee(e1,e2,e3,e4,e5)" - ] - }, - { - "cell_type": "code", - "execution_count": 50, - "id": "0a01637f-952b-470e-8f8a-1b106223598f", - "metadata": {}, - "outputs": [], - "source": [ - "v,g=symbols('v g')" - ] - }, - { - "cell_type": "code", - "execution_count": 51, - "id": "acaa8268-efa5-4409-97e1-c2ec97394ff0", - "metadata": {}, - "outputs": [], - "source": [ - "P=mparticle(x1=0,x2=100,y1=frs(1,10),y2=0,v=v,g=10 ,a=0,ac=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 52, - "id": "31dba6ef-799d-4d92-8b43-e8eb73a14f72", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =\\frac{\\sqrt{2} v}{10} - 100$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "e1=e1Q(P.x_max()-100,kope='r')" - ] - }, - { - "cell_type": "code", - "execution_count": 53, - "id": "fc5d9417-2100-405d-b02a-ed4179707768", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle V =707.106781186548$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "V=e1.solve(v,'V',kope='v')" - ] - }, - { - "attachments": { - "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "046a363e-93dd-45f0-a15d-f7f8a16ea715", - "metadata": {}, - "source": [ - "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" - ] - }, - { - "attachments": { - "6a1504de-5478-4c98-82ce-ef5dc9fea471.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "31f057b7-c25a-4cb5-8026-a204e65b2d68", - "metadata": {}, - "source": [ - " ![da_700.png](attachment:6a1504de-5478-4c98-82ce-ef5dc9fea471.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 54, - "id": "5c717a19-269d-4b1f-a2f7-ebd7b5243001", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "from physic_lib2 import * # run this to reset all variables\n", - "reset_ee(e1,e2,e3,e4,e5)" - ] - }, - { - "cell_type": "code", - "execution_count": 55, - "id": "c38f7938-8ee2-4180-94c2-38d0a2839833", - "metadata": {}, - "outputs": [], - "source": [ - "v,h,b,n,R,t=symbols('v h b n R t')" - ] - }, - { - "cell_type": "code", - "execution_count": 56, - "id": "c2e7e75c-64c7-4000-b33a-74ba8955e756", - "metadata": {}, - "outputs": [], - "source": [ - "P=mparticle(x1=0,y1=h*n,x2=R,y2=0,v=v,a=0,ac=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 57, - "id": "1f469fa2-b9cb-4c0d-a9dc-0f3901b73475", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle t_1 =\\frac{b n}{v}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "t1=csolve(v*t-n*b,t,'t_1')" - ] - }, - { - "cell_type": "code", - "execution_count": 58, - "id": "621926b9-af2a-4077-8758-d7b97ed5bc49", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle Y =- \\frac{b^{2} g n^{2}}{2 v^{2}} + h n$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Y=MyEq(P.y_pos(t1),'Y')" - ] - }, - { - "cell_type": "code", - "execution_count": 59, - "id": "cba7e072-73d6-4bf1-8001-45d372383439", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle Y =- b^{2} g n + 2 h v^{2}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Y.reduFac()" - ] - }, - { - "cell_type": "code", - "execution_count": 60, - "id": "469e9eaf-98c6-41f2-b9d1-710f88cc7717", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle n =\\frac{2 h v^{2}}{b^{2} g}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "n1=Y.solve(n,'n')" - ] - }, - { - "attachments": { - "2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABUoAAAAECAIAAADXt5J4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVHhe7dcBCQAACAMw2zym0TXHYbASm9sAAAAA1fQeAAAA6uk9AAAA1NN7AAAAKLd5jCnMx9KfoBcAAAAASUVORK5CYII=" - } - }, - "cell_type": "markdown", - "id": "1b2ada71-e44a-415f-af81-473f1ce60d0d", - "metadata": {}, - "source": [ - "![line.png](attachment:2d984d64-4ed1-4ebe-be12-a4b1e9039eee.png)" - ] - }, - { - "attachments": { - "80a8f5ec-357f-4c4a-8ae6-7f1970c88254.png": { - "image/png": "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" - } - }, - "cell_type": "markdown", - "id": "2314d057-52c6-4539-bf03-628e3d691acf", - "metadata": {}, - "source": [ - " ![da_800.png](attachment:80a8f5ec-357f-4c4a-8ae6-7f1970c88254.png)" - ] - }, - { - "cell_type": "code", - "execution_count": 61, - "id": "d2c92bd4-55e6-4467-b850-5e2f97786327", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "from physic_lib2 import * # run this to reset all variables\n", - "reset_ee(e1,e2,e3,e4,e5)" - ] - }, - { - "cell_type": "code", - "execution_count": 62, - "id": "c07f12d7-1844-488f-af74-2c42069c15db", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "v,L,H,h,g,alpha,t1,t2=symbols('v L H h g alpha t1 t2')" - ] - }, - { - "cell_type": "code", - "execution_count": 63, - "id": "31dee003-aea3-4efa-9dfc-238b29049183", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e0 =\\frac{g t_{1}^{2}}{2} - h$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =L - t_{1} v$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e2 =H + \\frac{g t_{2}^{2}}{2} - h - t_{2} v \\sin{\\left(\\alpha \\right)}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e3 =L - t_{2} v \\cos{\\left(\\alpha \\right)}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e4 =- 2 t_{1} + t_{2}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Creating mparticle object and set all\n", - "P1=mparticle(x1=0,x2=0,y1=H,y2=h,a=pi/2,v=0,ac=0)\n", - "P2=mparticle(x1=0,x2=L,y1=H,y2=h,a=0,v=v,ac=0)\n", - "P3=mparticle(x1=0,x2=L,y1=0,y2=h,a=alpha,v=v,ac=0)\n", - "e0=e0Q(H-h-P1.y_pos(t1))\n", - "e1=e1Q(L-P2.x_pos(t1))\n", - "e2=e2Q(H-h-P3.y_pos(t2))\n", - "e3=e3Q(L-P3.x_pos(t2))\n", - "e4=e4Q(t2-2*t1)" - ] - }, - { - "cell_type": "code", - "execution_count": 64, - "id": "4bc01888-ea5f-4721-9df4-f8446221a51c", - "metadata": { - "tags": [] - }, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e0 =\\frac{g t_{1}^{2}}{2} - h$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e2 =H - \\frac{L t_{2} \\sin{\\left(\\alpha \\right)}}{t_{1}} + \\frac{g t_{2}^{2}}{2} - h$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e3 =\\frac{L \\left(t_{1} - t_{2} \\cos{\\left(\\alpha \\right)}\\right)}{t_{1}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e4 =- 2 t_{1} + t_{2}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle v =\\frac{L}{t_{1}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "v=upgradeList(e0,e1,e2,e3,e4,v,t1,t2,andsolve=['v',e1])" - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "id": "13ada61a-abd2-44e7-8dae-dc40c5f3c45b", - "metadata": { - "tags": [] - }, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e0 =\\frac{g t_{2}^{2}}{8} - h$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e2 =H - 2 L \\sin{\\left(\\alpha \\right)} + \\frac{g t_{2}^{2}}{2} - h$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e3 =L \\left(1 - 2 \\cos{\\left(\\alpha \\right)}\\right)$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle v =\\frac{2 L}{t_{2}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle t1 =\\frac{t_{2}}{2}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "t1=upgradeList(e0,e1,e2,e3,e4,v,t1,t2,andsolve=['t1',e4])" - ] - }, - { - "cell_type": "code", - "execution_count": 66, - "id": "28a0d45c-0d50-485d-aab3-668e49c2fd18", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle t2 =2 \\sqrt{2} \\sqrt{\\frac{h}{g}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "t2=e0.solveR(t2,'t2')" - ] - }, - { - "cell_type": "code", - "execution_count": 67, - "id": "65f4f85d-81e1-4c17-8e38-d51f7bbd5853", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle e2 =H - 2 L \\sin{\\left(\\alpha \\right)} + 3 h$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e3 =L \\left(1 - 2 \\cos{\\left(\\alpha \\right)}\\right)$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle v =\\frac{\\sqrt{2} L}{2 \\sqrt{\\frac{h}{g}}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle t1 =\\sqrt{2} \\sqrt{\\frac{h}{g}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e1 =L - t_{1} v$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle e4 =- 2 t_{1} + t_{2}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle t2 =2 \\sqrt{2} \\sqrt{\\frac{h}{g}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "upgrade(e0,e1,e2,e3,e4,t2,v,t1)" - ] - }, - { - "cell_type": "code", - "execution_count": 68, - "id": "54f00196-cfde-4131-b840-686db865ceff", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle α =\\frac{\\pi}{3}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "alpha=e3.solve(alpha,'alpha',korden=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 69, - "id": "3ec795c8-1b1f-47bd-aaee-59d10a72ebb7", - "metadata": {}, - "outputs": [ - { - "data": { - "text/latex": [ - "$\\displaystyle α =\\frac{\\pi}{3}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle t1 =\\sqrt{2} \\sqrt{\\frac{h}{g}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle t2 =2 \\sqrt{2} \\sqrt{\\frac{h}{g}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/latex": [ - "$\\displaystyle v =\\frac{\\sqrt{2} L}{2 \\sqrt{\\frac{h}{g}}}$" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "alpha.s();t1.s();t2.s();v.s()" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.6.6" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -}