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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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