Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit330-08-20020819_025000_20020819_073500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/19 |
Start Time | | 2002/08/19 02:50 |
End Time | | 2002/08/19 07:33 |
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 | | -3.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 242.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit330-08-20020819_025000_20020819_073500-constBx0 |
Minimum Dst Value | | -52 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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