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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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