Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit298-03-20020602_225300_20020603_033800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/02 |
Start Time | | 2002/06/02 22:53 |
End Time | | 2002/06/03 03:36 |
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 | | -16.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit298-03-20020602_225300_20020603_033800-constBx0 |
Minimum Dst Value | | -37 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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