Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit349-08-20021003_080400_20021003_124900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/03 |
Start Time | | 2002/10/03 08:04 |
End Time | | 2002/10/03 12:47 |
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 | | 5.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit349-08-20021003_080400_20021003_124900-constBx0 |
Minimum Dst Value | | -61 |
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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