Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit380-05-20021215_115000_20021215_163500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/15 |
Start Time | | 2002/12/15 11:50 |
End Time | | 2002/12/15 16:33 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 15.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit380-05-20021215_115000_20021215_163500-constBx0 |
Minimum Dst Value | | -34 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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3vvHYY485H5WcAuruOHft2jVjxowvdps5c2ZjY6MxHwqFSktLjc/HKi8vD/8cLMv5LhosAIC3XHTRRQ899FBbW1v/7E7tqL6+/tJLL33ttdccNpNTQKXEqZec/AAAuJQqVadOnernnX788cejRo1y2EBOAZUSp15y8gMA4FLJKlXO+5VTQKXEqZec/AAAuBQNVnJJiVMvOfkBAHApGqzkkhKnXnLyAwDgUjRYySUlTr3k5AcAwKX6XqrMj2AYOHBgTk5OSUlJU1NTH/crp4BKibPvIj7wI9mHAwCAEy0NljE4c+ZMc3PzihUriouL+7hfOQVUSpx6yckPAIBLOZSq1vfea9++Pd5naG9vz8jIUIPbb7/9qaeeMufXr1+vZmLZb4/3eomUOPWSkx8AAJeyK1UHNm/eNGGC+q/HHiv8FayWlpby8vJJkyapmydPnvz2t7/9/PPPq/HGjRvVuLOzs8f9xnKvl0iJUy85+QEAcCm7UtX00ktGgxX85z97fIZwfr9/27Ztxl0HDx7Mz8+vqKhQ/1fjWPYby71eIiVOveTkBwDApexKVej0adVjHdi8Oa5nCAQCVVVVU6ZMMWdWr16tNnjooYdi3G8s93qJlDj1kpMfAACX0niRu6Gjo8O4Bkv54IMPhg8f/sILL1x44YUff/xx7PuVU0ClxKmXnPwAALiU3gartbV11apVEydOVONjx46NGzfuH//4hxq/+OKL48eP/+yzz2Lcr5wC6vo4VRM9ffr0oUOHDhs2bP369cZkKBQqKyvz+Xx+v7+iokLddJ6Pl5z8AAC4lMbPwVKysrLmzJnT2Nio5hcuXPjkk0+am61bt27x4sUx7ldOAXV3nDt37hwxYsSzzz575MiRffv2zZs3z5ivra0tKCjY000N6urqnOfjJSc/AAAuxSe5J5e741Qd1WOPPRY9X1hY2NDQYIzVoKioyHk+XnLyAwDgUjRYyeXuOHNyclatWpWbm5uVlbVw4cK2tjZjPjMzMxgMGuNAIODz+Zzn4yUnPwAALkWDlVzujjM9PX3BggWHupWUlCxatMiYT0tLMz/0TA3UZs7zlgY4SlhMAABoQIOVXO6OMzMzMxAIGGPVY2VnZ5vzvIIFAJCMBiu53B1ncXGx6quM8cGDB80Gi2uwAADC0WAll7vjXL9+/fz5880/EZpvE62pqbF8t6DdfFecSy4nPwAALkWDlVyuj3P16tXZ2dl+v//mm282L3IPhUKlpaW+buXl5eGfg2U530WDBQDwFhqs5JISp15y8gMA4FIaP2h04MCBOTk5JSUlTU1NfdyvnAIqJU695OQHAMClNH5VzpkzZ5qbm1esWFFcXNzH/copoFLi1EtOfgAAXMqhVLW2vtfevj3eZ2hvbze+7Plb3/rWhg0bzPl9+/bl5uaqe3vcb4/3eomUOPWSkx8AAJeyK1UHDmzetGmC+q/HHiv8FayWlpby8vJJkyapm3/5y1+++tWvqknj3iVLljzwwAM97jeWe71ESpx6yckPAIBL2ZWqpqaXjAYrGPxnj88Qzu/3b9u2zbjrm9/85nPPPacGu3btGj58+PHjx3vcbyz3eomUOPWSkx8AAJeyK1Wh0GnVYx04sDmuZwgEAlVVVVOmTDFu1tfXjx079vTp0/PmzXv00Udj2W8s93qJlDj1kpMfAACX0niRu6Gjo8O4Bqur+2OPxo0bV1paOmrUqJMnT8a+XzkFVEqcfcd3EQIAXERvg9Xa2rpq1aqJEyeaMxs3blQb/OpXv4prv3IKqJQ49ZKTHwAAl9L4OVhKVlbWnDlzGhsbzXv/8Ic/jBkz5tSpU3HtV04BlRKnXnLyAwDgUokuVVdfffXvfve7ePcrp4BKiVMvOfkBAHCpxJWqM2fO/PKXvxw3bpz5SQ2x71dOAZUSp15y8gMA4FKJK1XqmUeNGvXOO+/0Yr9yCqiUOPWSkx8AAJfiy56TS0qcesnJDwCAS9FgJZcX4gwGgyNGjAhfs1AoVFZW5vP5/H5/RUWFuuk8Hy85+QEAcCkarOTyQpzLli277777wtestra2oKBgTzc1qKurc56Pl5z8AAC4FA1Wcrk+zu3bt48ePfrEiRPha1ZYWNjQ0GCM1aCoqMh5Pl5y8gMA4FI0WMnl+jivuuoq4/smw9csMzMzGAwa40Ag4PP5nOfjJSc/AAAupfGDRgcOHJiTk1NSUtLU1NTH/copoO6O89VXX50wYYJxKVX4mqWlpXV2dhpjNUhPT3eetzTAUULiAQBAE41flXPmzJnm5uYVK1YUFxf3cb9yCqi74xw3btwbb7xhjHkFCwAAk0Opeq/1ve3t2+N9hvb2dvPLnh1edKDBMrg7TrsXlrgGCwAgnF2p2nxg84RNE9R/PfZY4a9gtbS0lJeXT5o0KWKbJ598cvbs2bHsN5Z7vcQ7cYavWU1NjeW7Be3mu+Jccjn5AQBwKbtS9VLTS0aD9c/gP3t8hnB+v3/btm3hG/ztb38bP358R0dHLPuN5V4v8U6cEZ+DVVpa6uumOu7wz8GynO+iwQIAeItdqTodOq16rM0HNsf1DIFAoKqqasqUKebMhx9+OGbMmL1798a431ju9RIpceolJz8AAC6l8SJ3Q0dHh3kN1qFDh8aOHfvmm2/Gu185BVRKnHrJyQ8AgEvpbbBaW1tXrVo1ceJE46YaPP30073Yr5wCKiVOveTkBwDApTR+DpaSlZU1Z86cxsbG6Lt4F6ElKXHqJSc/AAAulaxSRYNlkBKnXnLyAwDgUjRYySUlTr3k5AcAwKVosJJLSpx6yckPAIBL0WAll5Q4+87hgj4AAFJNUkpVMBj8whe+4LCBnAIqJU695OQHAMClVKOzY8eOft7p8uXL586d67CBnAIqJU695OQHAMClFi1atGDBgqNHj/bP7tra2u65557s7OytW7c6bCangEqJUy85+QEAcKlgMDh58uQB/WXQoEHFxcXvv/++81HJKaBS4tRLTn4AAKCRnAIqJU695OQHAAAaySmgUuLUS05+AACgkZwC6u44X3nllSlTpgwePDg3N3fJkiWtra3GfCgUKisr8/l8fr+/oqJC3XSej5ec/AAAQCM5BdTdcU6bNq2hoeHo0aOHDh1aunTprFmzjPna2tqCgoI93dSgrq7OeT5ecvIDAACN5BRQ78TZ0dExdOhQY1xYWKgaL2OsBkVFRc7z8ZKTHwAAaCSngHonzvr6+smTJxvjzMzMYDBojAOBgM/nc56Pl5z8AABAIzkF1CNxbtmyJT8/f+fOncbNtLS0zs5OY6wG6enpzvOWnD/wI2GhAADgWXIKqBfifP311/Py8t5++21zhlewAABIQXIKqOvj3Lhx47Bhw959993wSa7BAgAgBckpoO6Oc+3atXl5edFfZllTU2P5bkG7+a44l1xOfgAAoJGcAuruOKMvjTK+1TIUCpWWlvq6lZeXh38OluV8Fw0WAACJJ6eASolTLzn5AQCARnIKqJQ49ZKTHwAAaCSngEqJUy85+QEAgEZyCqiUOPWSkx8AAGgkp4BKiVMvOfkBAIBGcgqolDj1kpMfAABoJKeASolTLzn5AQCARnIKqJQ4+47vIgQAoI/kFFApceolJz8AANBITgGVEqdecvIDAACN5BRQKXHqJSc/AADQSE4BTUKcHji5HggBAID+J6eA0mD1hgdCAACg/8kpoDRYveGBEAAA6H9yCmhyGiw7id51KBQqKyvz+Xx+v7+iokLd7N3zyMkPAAA0klNAZb2CVVtbW1BQsKebGtTV1fXueeTkBwAAGskpoLIarMLCwoaGBmOsBkVFRb17Hjn5AQCARnIKqKwGKzMzMxgMGuNAIODz+Xr3PHLyAwAAjeQUUClxGtLS0jo7O42xGqSnpzts7HCtmJz8AABAIzkFNGlxbt26taioKCMjoz+7Fl7BAgAgieQU0KTFOXHixHvvvff48eP9uVOuwQIAIInkFNCkxTl48OBjx471805ramrs3kUY15LLyQ8AADSSU0CTFufIkSM/+eSTft5pKBQqLS31dSsvLw//HCwaLAAAEk1OAU1anE888cS1117b0tKSrAPoCzn5AQCARnIKaNLidPVb81x0qAAApA45BVRKnHrJyQ8AADSSU0ClxKmXnPwAAEAjOQVUSpx6yckPAAA0klNApcSpl5z8AABAIzkFVEqcfefS6/EBAEgdcgqolDj1kpMfAABoJKeASolTLzn5AQCARnIKqJQ49ZKTHwAAaCSngEqJUy85+QEAgEZyCqiUOPWSkx8AAGgkp4BKiVMvOfkBAIBGcgqolDj1kpMfAABoJKeAujvOV155ZcqUKYMHD87NzV2yZElra6sxHwqFysrKfD6f3++vqKhQN53n4yUnPwAA0EhOAXV3nNOmTWtoaDh69OihQ4eWLl06a9YsY762tragoGBPNzWoq6tzno+XnPwAAEAjOQXUO3F2dHQMHTrUGBcWFqrGyxirQVFRkfN8vOTkBwAAGskpoN6Js76+fvLkycY4MzMzGAwa40Ag4PP5nOfjJSc/AADQSE4B9UicW7Zsyc/P37lzp3EzLS2ts7PTGKtBenq687ylAY4SFgoAAJ4lp4C6LE7L/ub111/Py8t7++23zRlewQIAIAXJKaCuj3Pjxo3Dhg179913wye5BgsAgBQkp4C6O861a9fm5eXt2LEjYr6mpsby3YJ2811xLrmc/AAAQCM5BdTdcUZfGnX06NGu7s+7Ki0t9XUrLy8P/xwsy/kuGiwAABJPTgGVEqdecvIDAACN5BRQKXHqJSc/AADQSE4BlRKnXnLyAwAAjeQUUClx6iUnPwAA0EhOAZUSp15y8gMAAI3kFFApceolJz8AANBITgGVEmff8VU5AAD0kZwCKiVOveTkBwAAGskpoFLi1EtOfgAAoJGcAiolTr3k5AcAABrJKaBS4tRLTn4AAKCRnAIqJU695OQHAAAaySmgUuLUS05+AACgkZwCKiVOveTkBwAAGskpoF6IMxgMjhgxInzNQqFQWVmZz+fz+/0VFRXqpvN8vOTkBwAAGskpoF6Ic9myZffdd1/4mtXW1hYUFOzppgZ1dXXO8/GSkx8AAGgkp4C6Ps7t27ePHj36xIkT4WtWWFjY0NBgjNWgqKjIeT5ecvIDAACN5BRQ18d51VVXPffcc13/u2aZmZnBYNAYBwIBn8/nPB8vOfkBAIBGcgqou+N89dVXJ0yYYFxKFb5maWlpnZ2dxlgN0tPTnectDXCUkHgAAPA0OQXUZXFG9Dfjxo174403zLvMzXgFCwCAFCSngLo7TrsXlrgGCwCAFCSngHonzvA1q6mpsXy3oN18V5xLLic/AADQSE4B9U6cEZ+DVVpa6utWXl4e/jlYlvNdNFgAACSenAIqJU695OQHAAAaySmgUuLUS05+AACgkZwCKiVOveTkBwAAGskpoFLi1EtOfgAAoJGcAiolTr3k5AcAABrJKaBS4tRLTn4AAKCRnAIqJc6+46tyAADoIzkFVEqcesnJDwAANJJTQKXEqZec/AAAQCM5BVRKnHrJyQ8AADSSU0ClxKmXnPwAAEAjOQVUSpx6yckPAAA0klNApcSpl5z8AABAIzkFVEqcesnJDwAANJJTQF0f5wcffDB9+vShQ4cOGzZs/fr1xmQoFCorK/P5fH6/v6KiQt10no+XnPwAAEAjOQXU3XHu3LlzxIgRzz777JEjR/bt2zdv3jxjvra2tqCgYE83Nairq3Oej5ec/AAAQCM5BdTdcaqO6rHHHoueLywsbGhoMMZqUFRU5DwfLzn5AQCARnIKqLvjzMnJWbVqVW5ublZW1sKFC9va2oz5zMzMYDBojAOBgM/nc56Pl5z8AABAIzkF1N1xpqenL1iw4FC3kpKSRYsWGfNpaWmdnZ3GWA3UZs7zlgY4SlhMAAB4lpwC6rI4I/qbzMzMQCBgjFWPlZ2dbc7zChYAAKlGTgF1d5zFxcWqrzLGBw8eNBssrsECACAFySmg7o5z/fr18+fPN/9EuHjxYmO+pqbG8t2CdvNdcS65nPwAAEAjOQXU9XGuXr06Ozvb7/fffPPN5kXuoVCotLTU1628vDz8c7As57tosAAASDw5BVRKnHrJyQ8AADSSU0ClxKmXnPwAAEAjOQVUSpx6yckPAAA0klNApcSpl5z8AABAIzkFVEqcesnJDwAANJJTQKXEqZec/AAAQCM5BVRKnH3HV+UAANBHcgqolDj1kpMfAABoJKeASolTLzn5AQCARnIKqJQ49ZKTHwAAaCSngEqJUy85+QEAgEZyCqiUOPWSkx8AAGgkp4BKiVMvOfkBAIBGcgqou+PcvXv37Nmzfd3UQN005kOhUFlZmZr0+/0VFRXqpvN8vOTkBwAAGskpoO6Os7CwsKqqqq1bZWWlumnM19bWFhQU7OmmBnV1dc7z8ZKTHwAAaCSngLo7ziFDhnR0dBjjTz/9VN00xqrTamhoMMZqUFRU5DwfLzn5AQCARnIKqLvjnDt37urVq9vb29va2qqrq9VNYz4zMzMYDBrjQCDg8/mc5+MlJz8AANBITgF1d5z79+8fOXKk8d01atDc3GzMp6WldXZ2GmM1SE9Pd563NMBRwmICAMCz5BRQl8UZ0d9MnTq1srLSvAZL3TTm++EVLAAA0Au9bwJcxd1xZmRkJOUarL7oh9zywC48EII3duGBELyxCw+E4I1deCAEz+wi9bn7FKiGqbq62ngFa+XKlWbDVFNTY/luQbv5rn7MBm9kNv+KCdmFB0Lwxi48EII3duGBEDyzi9Tn7lOwa9euGTNmfLHbzJkzGxsbjflQKFRaWmp8PlZ5eXn452BZznfRYKXYLjwQgjd24YEQvLELD4TgjV14IATP7CL1cQr6mzcym3/FhOzCAyF4YxceCMEbu/BACJ7ZRerjFHgQmZ0iWIgUwUKkCBYiRbAQ/YOz7EH88KQIFiJFsBApgoVIESxE/+AsexA/PCmChUgRLESKYCFSBAvRPzjLHsQPT4pgIVIEC5EiWIgUwUL0D86yB/HDkyJYiBTBQqQIFiJFsBD9g7MMAACgGQ0WAACAZjRYAAAAmtFgAQAAaEaDBQAAoBkNFgAAgGY0WAAAAJrRYLnAgP+ynDRkZmZGPzAUCpWVlfl8Pr/fX1FRoW46z8OZ5ULs3r179uzZvm5qoG5GP5CF0MtyIdra2hYuXJiVlZWdnX333XdbPpCF0OiVV16ZMmXK4MGDc3NzlyxZ0traaszHcjJZCI3sFqLL5iclHAuRUDRYruHwQ7Ju3bq77rorer62tragoGBPNzWoq6tznkcsIhaisLCwqqqqrVtlZaW6Gf0QFiIRIhZi0aJFJSUlB7vdeOONTz31VPRDWAiNpk2b1tDQcPTo0UOHDi1dunTWrFnGfCwnk4XQyG4hTA61g4VIKBos17D7ITl58mR+fv7+/fujt1TFXv3gGWM1KCoqcp5HLCIWYsiQIR0dHcb4008/VTejt2QhEiFiIc4991xVYIyx6rGKi4ujt2QhEkT9CAwdOtQYO5xMFiLRwhfCFF07WIj+QYPlGnYNlvrdYvHixZZbZmZmBoNBYxwIBHw+n/M8YhGxEHPnzl29enV7e3tbW1t1dbW6Gb0lC5EI0Q2WOofGWHVa4SeThUi0+vr6yZMnG2OHk8lCJFr4QpgcGiwWIqFosFzDssE6c+bMV77yle3bt1s+JC0trbOz0xirQXp6uvM8YhGxEPv37x85cqRxoYMaNDc3Rz+EhUiEiIW4+eab58+ff6jbTTfdNGjQoOiHsBCJsGXLlvz8/J07dxo3YzmZLEQiRCyEyeFPhCxEQtFguYblD8nGjRuvvvpqu4fw20kiRCzE1KlTKysrzWuw1M3oh7AQiRCxEIcPH1Z9ld/vz8nJWbNmzQUXXBD9EBZCu9dffz0vL+/tt982Z2I5mSyEdtELYXJosFiIhKLBcg3LH5JLL730zTfftHsIf19PhIiFyMjIsLsGy8RCJIJD2Xj88cdVsxU9z0LopX7BGzZs2Lvvvhs+GcvJZCH0slwIk8NPCguRUDRYrhH9Q/Lyyy9fdtllDlvW1NRYvhPEbh6xiH4XYXV1tfEK1sqVKy0v6WUhEiFiIebPn9/U1KRWYcOGDSNGjPjoo4+it2QhNFq7dm1eXt6OHTsi5h1OJguRCHYLYXK4BouFSCgaLBeI+Mgrc764uLi+vt5ye2MQCoVKS0uNj2gqLy8P/4wTy3k4s1yIXbt2zZgx44vdZs6c2djYGL69MWAh9LJciPXr16tf4ocMGTJt2rQtW7ZEbG8MWAiNBkQ5evRol+PJZCESwW4hou8Kf4gxYCESigYLAABAMxosAAAAzWiwAAAANKPBAgAA0IwGK9XF+42qdvMOXwgaIfqKyL4/3O5aSwAAPIlSl+ri/UZVu/kevxA0QkQb1MeH01QBAESh7LlJLN+oGssHxFl+IWgEh5aoFw+nwQIAiELZc5NYvlE1lq84sPxC0AgOLVEvHq5uZmdnDxky5Gtf+9ojjzxy+vRp54cDAOBqNFiuEeM3qvb4JZ12Xwgawa7B6svDP//883feeaeoqGj58uXODwcAwNVosNwh9m9UdX4FK/p57C48t+yQ+vhww759+/jqUACAt9FguUBc36jqcA2W8xeCRojukPr4cFNTU1NOTk4sTwIAgEvRYKW6eL9R1W6+xy8EjRDRIfXx4SUlJVu3bj158uT27dunTp165513xvg8AAC4EQ1Wqov3G1Xt5h2+ENR5j1oe/vvf//6SSy45++yzR48eXVVVdeLECY2nCACAVEODBQAAoBkNFgAAgGY0WAAAAJrRYAEAAGhGgwUAAKAZDRYAAIBmNFgAAACa0WABAABoRoMFAACgGQ0WAACAZjRYAAAAmtFgAQAAaEaDBQAAoBkNFgAAgGY0WAAAAJrRYAEAAGhGgwUAAKAZDRYAAIBmNFgAAACa0WABAABoRoMFAACgGQ0WAACAZjRYAAAAmtFgAQAAaEaDBQAAoBkNFgAAgGb/Dzv8EXJWBUOgAAAAAElFTkSuQmCC)
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