Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-01-20020924_192300_20020925_000800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/24 |
Start Time | | 2002/09/24 19:23 |
End Time | | 2002/09/25 00:06 |
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 | | -1.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 158.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-01-20020924_192300_20020925_000800-constBx0 |
Minimum Dst Value | | -15 |
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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