Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_080422_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 22, 2015 |
Start Time | | 2015/06/22 12:45 |
End Time | | 2015/06/23 01:45 |
Key Words | | storm magnetopause conductance |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 28.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Pauline_Dredger_080422_4 |
Minimum Dst Value | | -111 |
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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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