Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-10-20020724_080900_20020724_125400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/24 |
Start Time | | 2002/07/24 08:09 |
End Time | | 2002/07/24 12:52 |
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 | | -19.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 215.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-10-20020724_080900_20020724_125400-constBx0 |
Minimum Dst Value | | -12 |
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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