Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit262-08-20020310_075300_20020310_123800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/10 |
Start Time | | 2002/03/10 07:53 |
End Time | | 2002/03/10 12:36 |
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 | | 5.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.83 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit262-08-20020310_075300_20020310_123800-constBx0 |
Minimum Dst Value | | -19 |
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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