Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-03-20020514_221900_20020515_030300-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 22:19 |
End Time | | 2002/05/15 03:01 |
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 | | -15.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-03-20020514_221900_20020515_030300-constBx0 |
Minimum Dst Value | | -65 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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