Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-09-20020702_171000_20020702_215800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/02 |
Start Time | | 2002/07/02 17:10 |
End Time | | 2002/07/02 21:56 |
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 | | -30.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-09-20020702_171000_20020702_215800-constBx0 |
Minimum Dst Value | | -4 |
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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