Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Cyrin_Cyriac_022022_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 | | CME Southward IMF |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
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 | | 30 |
F10.7 | | 149.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Cyrin_Cyriac_022022_1 |
Minimum Dst Value | | -24 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
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)
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