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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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