Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Webster_060816_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | Reconnection, Thesis |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | James_Webster_060816_2 |
Minimum Dst Value | | -22 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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