Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Cyrin_Cyriac_120621_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 22, 2012 |
Start Time | | 2012/04/22 07:00 |
End Time | | 2012/04/22 12:00 |
Key Words | | Southward IMF |
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_120621_1 |
Minimum Dst Value | | -24 |
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-E for time period of this run.
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)
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