Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit399-08-20030130_065900_20030130_114400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/30 |
Start Time | | 2003/01/30 06:59 |
End Time | | 2003/01/30 11:42 |
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 | | 21.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.44 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 117.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit399-08-20030130_065900_20030130_114400-constBx0 |
Minimum Dst Value | | -42 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |