Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit333-11-20020826_203200_20020827_011700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/26 |
Start Time | | 2002/08/26 20:32 |
End Time | | 2002/08/27 01:15 |
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 | | -10.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit333-11-20020826_203200_20020827_011700-constBx0 |
Minimum Dst Value | | -45 |
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-8 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. |