Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit325-01-20020805_195300_20020806_003800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/05 |
Start Time | | 2002/08/05 19:53 |
End Time | | 2002/08/06 00:36 |
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 | | -18.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.81 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit325-01-20020805_195300_20020806_003800-constBx0 |
Minimum Dst Value | | -11 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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