Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-09-20020709_204600_20020710_013100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/09 |
Start Time | | 2002/07/09 20:46 |
End Time | | 2002/07/10 01:29 |
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 | | -21.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-09-20020709_204600_20020710_013100-constBx0 |
Minimum Dst Value | | -20 |
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-12 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. |