Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-07-20020610_210400_20020611_014800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/10 |
Start Time | | 2002/06/10 21:04 |
End Time | | 2002/06/11 01:46 |
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 | | -21.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-07-20020610_210400_20020611_014800-constBx0 |
Minimum Dst Value | | -30 |
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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