Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: MEAEB_23-07-2014 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2014/07/23 12:00:00 |
End Time | | 2014/07/23 20:05:00 |
Key Words | | 2014/07/23 to 2014/07/23 event |
Model | | SWMF |
Model Version | | v20190221 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -24.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.55 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 102.20000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | MEAEB_23-07-2014 |
Minimum Dst Value | | 6 |
SW Source | | unknown |
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 Wind for time period of this run.
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)
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