Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_021312_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 03, 2001 |
Start Time | | 2001/07/03 05:00 |
End Time | | 2001/07/03 06:00 |
Key Words | | MagnetoSheath |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_021312_1 |
Minimum Dst Value | | 18 |
SW Source | | DSCOVR-realtime |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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