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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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