Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-01-20020801_014400_20020801_062800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/01 |
Start Time | | 2002/08/01 01:44 |
End Time | | 2002/08/01 06:26 |
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 | | -8.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.97 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-01-20020801_014400_20020801_062800-constBx0 |
Minimum Dst Value | | -14 |
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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