Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-06-20020529_185700_20020529_234100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
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 |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/29 |
Start Time | | 2002/05/29 18:57 |
End Time | | 2002/05/29 23:39 |
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 | | -26.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-06-20020529_185700_20020529_234100-constBx0 |
Minimum Dst Value | | -18 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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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)
| VMR Tools created by Darren De Zeeuw. |