Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit305-03-20020619_134100_20020619_182200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/19 |
Start Time | | 2002/06/19 13:41 |
End Time | | 2002/06/19 18:20 |
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 | | -32.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.01 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 150.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit305-03-20020619_134100_20020619_182200-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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