Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-08-20020709_160000_20020709_204500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/09 |
Start Time | | 2002/07/09 16:00 |
End Time | | 2002/07/09 20:43 |
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 | | -31.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.44 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-08-20020709_160000_20020709_204500-constBx0 |
Minimum Dst Value | | -17 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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