Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Marc_Kornbleuth_111213_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 21, 2000 |
Start Time | | 2000/03/21 09:24 |
End Time | | 2000/03/21 12:04 |
Key Words | | X-ray charge exchange |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -3.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.76 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 229.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Marc_Kornbleuth_111213_1 |
Minimum Dst Value | | 12 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
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)
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