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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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