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 Cluster-4 for time period of this run.
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)
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