Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-01-20020408_204100_20020409_012600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/08 |
Start Time | | 2002/04/08 20:41 |
End Time | | 2002/04/09 01:24 |
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 | | -7.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-01-20020408_204100_20020409_012600-constBx0 |
Minimum Dst Value | | 7 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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