Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-01-20020514_124900_20020514_173300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/14 |
Start Time | | 2002/05/14 12:49 |
End Time | | 2002/05/14 17:31 |
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 | | -27.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-01-20020514_124900_20020514_173300-constBx0 |
Minimum Dst Value | | -50 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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