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 Geotail for time period of this run.
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)
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