Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiwon_Choi_040915_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 09, 2010 |
Start Time | | 2010/04/09 00:00 |
End Time | | 2010/04/09 23:59 |
Key Words | | magnetosheath response to the solar wind |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.17 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.82 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 76.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiwon_Choi_040915_1 |
Minimum Dst Value | | 8 |
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 THEMIS-B for time period of this run.
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)
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