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Changeset 24993


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Timestamp:
Aug 4, 2009, 8:43:20 AM (17 years ago)
Author:
eugene
Message:

add notes

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1 edited

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  • trunk/psphot/doc/notes.20090523.txt

    r24583 r24993  
    11
    2 20090523 : extended source analysis -- further development
     220090725 : extended source radial profiles
    33
    4  issues to address:
     4 I need to fix the Petrosian and similar code.  There are several issues:
    55
    6  * quality of moments used for initial psf selection
    7    - what is the behavior of moments with Gaussian windowing as function of S/N & size?
    8    - can we choose a sigma value that will give reliable moments for an expected range of seeing?
     6 1) correct implementation of the actual Petrosian radius / Petrosian flux measurement:
    97
    10  * moments for galaxy model guesses
    11    - trade-off between Gaussian windowing, tophat windowing, and S/N windowing in footprint area
     8    R_p : Given F(R) : F(0) / F(R_p) = 0.9 ?? (something like this...)
    129
    13  initial dev work:
     10    Actually implemented by calculating the average surface brightness in annullii:
    1411
    15  * add Gaussian windowing, S/N windowing, (tophat windowing) and options to select
     12    R_p : Given F(R) -> define f(R) = \sum_{R-dR}^{R+dR}F(R) / 4\pi R dR
     13    R_p : f(dR) / F(R_p) = P_ratio
    1614
    17  * check visualization of moments
     15 2) need to construct a clean, normalized radial profile to make this measurement
     16
     17    * generate radial profiles for each of N annular wedges
     18    * find R_50 : f(0) / f(R_50) = 0.5
     19    $ fit the ellipse of R_50 to Rmaj sin(T) + Rmin cos(T)
     20
     21
     22    cos(a+b) = cos(a) cos(b) - sin(a) sin(b)
     23    sin(a+b) = cos(a) sin(b) + cos(b) sin(a)
     24
     25    cos(theta+To) = cos(theta) cos(To) - sin(theta) sin(To)
     26    sin(theta+To) = cos(theta) sin(To) + sin(theta) cos(To)
     27
     28    R_x = R_maj cos(theta + theta_o) = R_maj cos(theta) cos(theta_o) - Rmaj sin(theta) sin(theta_o)
     29    R_y = R_min sin(theta + theta_o) = R_min cos(theta) sin(theta_o) + Rmin sin(theta) cos(theta_o)
     30
     31    R_X = R_x cos(phi) - R_y sin(phi)
     32    R_Y = R_x sin(phi) + R_y cos(phi)
     33
     34    R_X = R_maj cos(phi) cos(theta + To) - R_min sin(phi) sin(theta + To)
     35    R_Y = R_maj sin(phi) cos(theta + To) + R_min cos(phi) sin(theta + To)
     36
     37    R_X = (R_maj cos(phi) cos (To) - R_min sin(phi) sin(To)) cos(theta) - (Rmaj cos(phi) sin(To) + Rmin sin(phi) cos(To)) sin(theta)
     38    R_Y = (R_maj sin(phi) cos (To) + R_min cos(phi) sin(To)) cos(theta) - (Rmaj cos(phi) sin(To) + Rmin sin(phi) cos(To)) sin(theta)
     39   
     40
     41    R_X = Ax cos(theta) + Bx sin(theta)
     42    R_Y = Ay cos(theta) + By sin(theta)
     43   
     44    Ax = \sum (R_X * cos(theta))
     45    Bx = \sum (R_X * sin(theta))
     46    Ay = \sum (R_Y * cos(theta))
     47    By = \sum (R_Y * sin(theta))
     48
     49    R_maj = sqrt(Ax^2 + Ay^2)
     50    R_min = sqrt(Bx^2 + By^2)
     51
     52    phi = atan2(Bx + By, Ax + Ay)
     53
     54    *** get rest of math from my notebook...
     55
     56
    1857
    195820090525 : some clarity of issues:
     
    4079   
    4180 * QGAUSS with see
     81
     8220090523 : extended source analysis -- further development
     83
     84 issues to address:
     85
     86 * quality of moments used for initial psf selection
     87   - what is the behavior of moments with Gaussian windowing as function of S/N & size?
     88   - can we choose a sigma value that will give reliable moments for an expected range of seeing?
     89
     90 * moments for galaxy model guesses
     91   - trade-off between Gaussian windowing, tophat windowing, and S/N windowing in footprint area
     92
     93 initial dev work:
     94
     95 * add Gaussian windowing, S/N windowing, (tophat windowing) and options to select
     96
     97 * check visualization of moments
     98
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