Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-02-20020614_152600_20020614_201100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/14 |
Start Time | | 2002/06/14 15:26 |
End Time | | 2002/06/14 20:09 |
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 | | -32.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-02-20020614_152600_20020614_201100-constBx0 |
Minimum Dst Value | | -11 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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