Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-05-20020314_115000_20020314_163500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/14 |
Start Time | | 2002/03/14 11:50 |
End Time | | 2002/03/14 16:33 |
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 | | -5.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-05-20020314_115000_20020314_163500-constBx0 |
Minimum Dst Value | | -4 |
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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