Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Agnit_Mukhopadhyay_031717_15 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 19, 2004 |
Start Time | | 2004/11/19 00:00 |
End Time | | 2004/11/20 12:00 |
Key Words | | Magnetopause, CPCP |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -23.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.94 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 99.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Agnit_Mukhopadhyay_031717_15 |
Minimum Dst Value | | -40 |
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 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. |