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 Cluster-2 for time period of this run.
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)
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