Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_030218_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 22, 2015 |
Start Time | | 2015/06/22 18:00 |
End Time | | 2015/06/23 01:44 |
Key Words | | Magnetopause Crossing |
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 | | 32.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.87 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 255.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_030218_1 |
Minimum Dst Value | | -111 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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