Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit281-07-20020424_074800_20020424_123300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/24 |
Start Time | | 2002/04/24 07:48 |
End Time | | 2002/04/24 12:31 |
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 | | -11.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit281-07-20020424_074800_20020424_123300-constBx0 |
Minimum Dst Value | | -26 |
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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