Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Antti_Pulkkinen_050708_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 12 2000 |
Start Time | | 2000/08/12 06:00 |
End Time | | 2000/08/12 18:00 |
Key Words | | MHD + RCM test run |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 4.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 194.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Antti_Pulkkinen_050708_1 |
Minimum Dst Value | | -235 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar 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. |