Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-05-20020713_195700_20020714_004200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/13 |
Start Time | | 2002/07/13 19:57 |
End Time | | 2002/07/14 00:40 |
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 | | -22.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-05-20020713_195700_20020714_004200-constBx0 |
Minimum Dst Value | | -8 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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