Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-11-20020514_031600_20020514_080000-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 03:16 |
End Time | | 2002/05/14 07:58 |
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 | | -9.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-11-20020514_031600_20020514_080000-constBx0 |
Minimum Dst Value | | -52 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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