Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-03-20020414_002300_20020414_050700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/14 |
Start Time | | 2002/04/14 00:23 |
End Time | | 2002/04/14 05:05 |
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 | | -1.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 211.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-03-20020414_002300_20020414_050700-constBx0 |
Minimum Dst Value | | -14 |
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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