Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit395-01-20030119_091200_20030119_135700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/19 |
Start Time | | 2003/01/19 09:12 |
End Time | | 2003/01/19 13:55 |
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 | | 18.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 126.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit395-01-20030119_091200_20030119_135700-constBx0 |
Minimum Dst Value | | -30 |
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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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ZAiwAAAAAnSHAAgAAANAZAizuwv7Kcebo6GhFRYXFYomPj6+srKT/uv7Q0zJafgteua0XlfkK1Eugua2C06dPb9iwITo6eu7cudu3b79y5YrrD1E1AeW2Xk6ePLlu3bqoqCiql23btl26dMn1h6gXCBAEWPApp7NSQ0PDqlWr3h1HE4cPH3b9iadltPwWNPIUSKkEWKiX4HCqgo0bN546dWp4ePj999/fsWPHpk2bXH+CqgkCp3pZv379iRMnbDbb1atX9+3bR0Gw609QLxAgCLDgU05npdWrV1NrIaZpIisry3VJT8uo/BZ8pT3AQr0EmUqMS215bGys65KomiBQqRcKf2NiYlyXRL1AgCDAgk85nZWmT58+NDQkpi9fvmyxWFyX9LSMym/BV34EWKiX4FBpyFtaWnJyclyXRNUEgad6+eijj55++mnHnkXUCwQaAiz4lNNZKTw8/Pr162KaJiIiIlx/4mkZLb8Fjfy4RYh6CQ5PVXD27NnFixefP3/e9U+omiBwWy/i2azZs2f39fW5/hX1AgGCAAs+pb0Hy+syuOzTkR8BFuolONxWgdVqXbhw4ZkzZ9z+BFUTBJ4OjQ8//HDv3r1r1651/RPqBQIEARZ8SvszWF6XwYMLOvIjwEK9BIdrFTQ1Nc2bN++NN97w9BNUTRCoHBoUYzk+G6dAvUCAIMCCTzmdlQ4dOuTp9RllSU/LqPwWfOXHM1iol+BwqoIDBw4sXLiwt7dXZUlUTRA41cvWrVvPnTt3/fr19957r6yszO0zWKgXCBAEWNyF/S0xc3R0dPfu3ZZxe/bscRwAxusyKr8F7dzWi/p8MYF6CTS3VRDmYnh4WPmTmEDVBJTbejl+/PjKlSunTJmyYMGCHTt2fPDBB47LiwnUCwQIAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAizWPH2h1tevn2r5oqrKz8c0fMNYZTGbzfbQQw/NmDEjISFh7969fpUEAACAnhBgsebpC7W+fv1UyxdVVX6u8BpguV2suLi4sLDw0rgHHnjgBz/4gfYSAAAACAQEWPAXjl+oncjIe05fVHXk9ef+BVgzZ86kAFFMU4yVnZ2tZSUAAACBgwAL/sLxC7V+fzvC9Yuqjrz+3O8Ai9YmpinSwhctAABAOgRY8CmnL9T69/VT9S+qev35mL8B1tatW7ds2fL+uAcffDAyMlLLSgAAAAIHARa4+UKt3z1YTl9UdXom3dceLE9PvjvN+eCDDyiuio+PnzNnzpNPPpmYmKg15wAAAIGBAIs7t1+oncgzWJ6+qKrl5/71YDl67rnnKNjSshIAAIDAQYDFmqcv1Pr69VOVL6pqWa3CvwBry5YtAwMDNpvt2LFjCxYseOedd7SsBAAAIHAQYLHm6Qu1vn79VOWLqo7UvyHt9hvG6gkWM59//vl58+bFxMRs3Ljx7NmzupQMAADARCDAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnf0/eUPehtJKnk8AAAAASUVORK5CYII=)
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