Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-01-20020829_150400_20020829_194900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/29 |
Start Time | | 2002/08/29 15:04 |
End Time | | 2002/08/29 19:47 |
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 | | -20.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-01-20020829_150400_20020829_194900-constBx0 |
Minimum Dst Value | | -24 |
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 Cluster-3 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. |