Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-05-20021021_183700_20021021_232100-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 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/21 |
Start Time | | 2002/10/21 18:37 |
End Time | | 2002/10/21 23:19 |
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 | | 1.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-05-20021021_183700_20021021_232100-constBx0 |
Minimum Dst Value | | -21 |
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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