Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit320-08-20020726_074300_20020726_122800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/26 |
Start Time | | 2002/07/26 07:43 |
End Time | | 2002/07/26 12:26 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 249.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit320-08-20020726_074300_20020726_122800-constBx0 |
Minimum Dst Value | | -21 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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