Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-10-20020802_202900_20020803_011300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/02 |
Start Time | | 2002/08/02 20:29 |
End Time | | 2002/08/03 01:11 |
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 | | -17.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-10-20020802_202900_20020803_011300-constBx0 |
Minimum Dst Value | | -69 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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