Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Cyrin_Cyriac_022723_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 22, 2012 |
Start Time | | 2012/04/22 07:00 |
End Time | | 2012/04/22 12:00 |
Key Words | | Input |
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 | | 4.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.72 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Cyrin_Cyriac_022723_2 |
Minimum Dst Value | | -36 |
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-D for time period of this run.
![](data: 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)
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