Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-04-20020404_164800_20020404_213300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/04 |
Start Time | | 2002/04/04 16:48 |
End Time | | 2002/04/04 21:31 |
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 | | -15.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.52 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 216.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-04-20020404_164800_20020404_213300-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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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