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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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