Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit328-09-20020814_132500_20020814_181000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/14 |
Start Time | | 2002/08/14 13:25 |
End Time | | 2002/08/14 18:08 |
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 | | -16.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 213.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit328-09-20020814_132500_20020814_181000-constBx0 |
Minimum Dst Value | | -38 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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