Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_081522_1 | |
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_081522_1 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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