Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pavani_Rambachan_020623_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 25, 2018 |
Start Time | | 2018/08/25 14:00 |
End Time | | 2018/08/26 08:00 |
Key Words | | August |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.79 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 73.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pavani_Rambachan_020623_2 |
Minimum Dst Value | | -175 |
SW Source | | OMNI |
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-C for time period of this run.
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)
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