Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit312-09-20020707_113600_20020707_162000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/07 |
Start Time | | 2002/07/07 11:36 |
End Time | | 2002/07/07 16:18 |
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 | | -30.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit312-09-20020707_113600_20020707_162000-constBx0 |
Minimum Dst Value | | -24 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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