Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-02-20020514_173400_20020514_221800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/14 |
Start Time | | 2002/05/14 17:34 |
End Time | | 2002/05/14 22:16 |
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 | | -27.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-02-20020514_173400_20020514_221800-constBx0 |
Minimum Dst Value | | -63 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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