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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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