Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-10-20021010_204900_20021011_013300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/10 |
Start Time | | 2002/10/10 20:49 |
End Time | | 2002/10/11 01:31 |
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 | | 8.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-10-20021010_204900_20021011_013300-constBx0 |
Minimum Dst Value | | -48 |
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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