Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: dezhi_wang_061623_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 04, 2011 |
Start Time | | 2011/02/04 19:00 |
End Time | | 2011/02/06 19:00 |
Key Words | | 2011 |
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 | | -8.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.08 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 79.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | dezhi_wang_061623_1 |
Minimum Dst Value | | -63 |
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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