Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-08-20020712_010800_20020712_055300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/12 |
Start Time | | 2002/07/12 01:08 |
End Time | | 2002/07/12 05:51 |
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 | | -12.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-08-20020712_010800_20020712_055300-constBx0 |
Minimum Dst Value | | 13 |
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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