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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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