Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-03-20020529_044200_20020529_092600-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 | | 2002/05/29 |
Start Time | | 2002/05/29 04:42 |
End Time | | 2002/05/29 09:24 |
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 | | -13.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-03-20020529_044200_20020529_092600-constBx0 |
Minimum Dst Value | | -20 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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