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