Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit328-05-20020813_182100_20020813_230600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/13 |
Start Time | | 2002/08/13 18:21 |
End Time | | 2002/08/13 23:04 |
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 | | -19.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit328-05-20020813_182100_20020813_230600-constBx0 |
Minimum Dst Value | | -15 |
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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