Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit322-05-20020730_114200_20020730_162700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/30 |
Start Time | | 2002/07/30 11:42 |
End Time | | 2002/07/30 16:25 |
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 | | -27.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 234.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit322-05-20020730_114200_20020730_162700-constBx0 |
Minimum Dst Value | | 2 |
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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