Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-10-20020719_135800_20020719_184300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/19 |
Start Time | | 2002/07/19 13:58 |
End Time | | 2002/07/19 18:41 |
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 | | -31.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-10-20020719_135800_20020719_184300-constBx0 |
Minimum Dst Value | | -10 |
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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