Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-10-20020601_231000_20020602_035500-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 | | 2002/06/01 |
Start Time | | 2002/06/01 23:10 |
End Time | | 2002/06/02 03:53 |
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 | | -16.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-10-20020601_231000_20020602_035500-constBx0 |
Minimum Dst Value | | -11 |
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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