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Observation aids

Telescope
 Altitude limits
 Focus values
Instrument
 STL1001E
  Exposure times
  Shutter delay
  Linearity
  Pixel sensitivity
  Saturation limits
  Noise
Site
 Flat field
 Sky brightness
 Sun and moon

Altitude limits

The telescope cannot reach any altitude in the sky. The dome slit puts a lower limit because its lower edge is higher than the lowest part of the tilted main mirror. The telescope also have two physical limit stops which will cut power. However, before that the control software will stop the telescope. The reason for the lower limit is main mirror and telescope truss protection, and the upper limit is field rotation stability. The table show the different limits depending on equipment used. "Physical" refers to the software limit.

CombinationFull aperture30cm upper aperture on mask30cm lower aperture on mask
Lower hatch closed423241
Lower hatch open, wind cloth mounted13physical12
Lower hatch open, wind cloth dismounted8physical7

Focus values

The telescope is focused by pushing the secondary mirror towards or away from the telescope. The scale is directed towards the main mirror in steps of 0.1mm. The zero point can be changed in the software but the default is to have zero in the outermost position i.e. all focus values should be positive. The temperature affects the focus which value should be reduced with decreasing temperature. Different filters also affects the focus. However, the biggest differences depends on which tube sections are used. The available focus range in F10 is about 13cm. However, the telescope optics has a specific optimum within this range.

NO DATA PRESENT


Exposure times

Since the camera has a specific dynamical range a single exposure cannot be arbitrarily long. The saturation time is depending on the flux from the source, which filter is used, the background flux, CCD temperature, and the aperture. There is also a shortest exposure time of about 0.12s set by the camera. However, the camera has a shutter delay which increases the shortest exposure time depending on the level of accuracy.


Shutter delay

The camera shutter is a rotating metal plate (propeller) which either blocks or passes the light to the CCD. The reaction/speed of this shutter is slightly uneven so that the time a pixel is exposed is not exactly the same as the exposure time, and true exposure length can be different depending on the location on the CCD. The recommendation in the table is based on a model with a constant difference between the true time and the exposure time in the image header. Although the error will always be there it is eventually overtaken by other uncertainty sources.

Tab. ST1001E shutter delays
Ambient Temperaturet [s]
Err.<1%
t [s]
Err.<0.1%
Reference
+52.06.0121115

Linearity

Although the CCD is generally linear i.e. the detection of light is directly proportional to the incoming flux it is not necessarily so in the CCD:s whole dynamical range.

Tab. ST1001E linearity guidelines for pixel counts.
CircumstanceCounts [ADU]
Err.<10%
Counts [ADU]
Err.<1%
Counts [ADU]
Err.<0.1%
Reference
Single exposureFull20,000-40,000-141030
Systematic shiftsFull15,000-30,000-141030
ΔT=10°C shiftsFull--141030

Counts lower than the recomended will produce CCD noise larger than wanted accuracy. Counts higher than recomended will start to give nonlinear effects larger than ordinary CCD noise. Shifting the CCD temperature will shift the count rates by the order of 2% per 10°C.


Pixel sensitivity

Impurities in the CCD can change the pixel sensitivity when the pixel is exposed. The effect can last for a long time which e.g. can effect measurements of faint objects exposed in the same place as a previous brighter object.

NO DATA PRESENT


Saturation

The factor that will control the exposure time length in the end is the saturation time for the background.

Tab. Estimated background saturation times (linear relation) for 0.5m2. Conversion factors can be found here.
AltAzAz from SunSun altFilter/setCCD tempAmbient tempST1001E
2018050U/2-15200.13
2018050B/2-15200.013
2018050V/2-15200.010
2018050R/2-15200.0083
2018050O/2-15200.0024
7018048U/2-15200.19
7018048B/2-15200.021
7018048V/2-15200.017
7018048R/2-15200.013
7018048O/2-15200.0037
6714636U/2-15200.26
6714636B/2-15200.027
6714636V/2-15200.023
6714636R/2-15200.018
6714636I/2-15200.017
2214032U/2-15200.19
2214032B/2-15200.018
2214032V/2-15200.014
2214032R/2-15200.0099
2214032I/2-15200.0081
189728U/2-15200.17
189728B/2-15200.016
189728V/2-15200.012
189728R/2-15200.0096
189728I/2-15200.012
7613226U/2-15200.32
7613226B/2-15200.033
7613226V/2-15200.027
7613226R/2-15200.021
7613226I/2-15200.019
Tab. Conversion factors for different appertures in respect to the saturation times in the background count table. The times in that tableeeeeeee should be multiplied with the appropriate conversion factor in this table..
Main mirrorSecondary block diameterTertiary block diameterOtherConversion factorComment
9041.6< 41.61.00Normalized
9040< 400.98Secondary test buffle
9030< 300.88Original setting
8030< 301.2Primary test ring and original secondary buffle
3030< 307.1One Sub-aperture mask main hole
2230< 3013A Sub-aperture mask hole
1430< 3032A Sub-aperture mask hole
1030< 3064A Sub-aperture mask hole

Noise

In addition to the photon noise in the light from the object and the background, the CCD have a number of sources which include variations in DARK, BIAS, and pixel sensitivity. These in turn depends on temperatures on the CCD and ambient, changes i the supplied voltage, and detected photons.

NO DATA PRESENT


Flat field

Since the telescope is an alt/az it is important that the optical defects e.g. vignetting have a level which is smaller than those rotating with the camera. These defects will otherwise end up in different places of the field depending on the direction the telescope is pointing at. The basic assumption in flat fielding is that given an diffuse flat light source the flat frame will record changes induced by the optics and CCD. Division by this information should compensate each pixel and any remaining deviations should come from the field of view. However, it is difficult to produce this flat light. It might be flat but generally with a small gradient. This is the case with the sky where there is a flux slope of the order 1-3%/deg in the evening/morning sky.

If the camera is rotated 180° then the gradient in one direction would cancel the gradient in the opposite direction. A problem is that the total flux will also variate during this time and the gradient change. However, this difference nearly disappears if the images within each rotation are normalized prior to the combining. Hence the following recommendation which generally is better than ~1000ppm deviation between different directions.

1. Point the telescope to the opposite size of the sky from the Sun in AZ, and and ALT 40-70°.
2. Use the mosaic routine to take at least some 3x3=9 images (but not too many since time is short). The counts should preferably be some 10,000 ADU (but not near saturation)
3. Rotate the camera 180° in the angle relative to the telescope.
4. Repeat in case of several filters. Generally take U and B band when the sky is bright followed by I, V, R and Open when it is darker.
5. Remove BIAS/DARK from all frames.
6. Normalize all flat images so that the image average is 1.
7. Median combine the images for the two rotation sets into two master images.
8. Normalize the two mater images and combine them into one mean image. This is the flat to use.

NO DATA PRESENT


Sky brightness

The biggest contributor to the sky brightness is the Sun, when present, and the Moon in a similar way. The amount of clouds/haze is also important in reflecting/blocking light from the ground/space together with the thickness of the atmosphere. Fixed or transient point sources can also contribute by leading light into the telescope rather than brightening the sky.

Sky brightness in units of mag arcsec-2.
AltAzSun altSun distMoon altMoon distMoon phaseOUBVRIdOdUdBdVdRdIU-BB-VV-RV-Id(U-B)d(B-V)d(V-R)d(V-I)CRSetOrderReference
no moon18.518.718.9
phase 10 days 18.118.318.5
54.115.5101.14.69884.72304.77264.88123.87600.02470.00400.00360.00330.003711110719
54.115.5101.14.62024.77824.66764.92733.88650.01300.00380.00670.01390.003512110719
28.617.3132.14.07504.01744.00324.19563.70690.05340.00360.00250.00250.003611110719
28.617.3132.13.99644.07263.89824.24163.71730.01410.00280.01060.01520.003412110719
31.919.1113.04.18314.17314.19104.38233.81850.02010.00310.00270.00270.003511110719
31.919.1113.04.10454.22834.08604.42833.82890.01050.00290.00500.00700.003712110719
59.121.269.04.38844.39204.33024.32593.25250.04670.00380.00300.00260.002811110719
59.121.269.04.30984.44714.22524.37193.26300.01420.00330.00830.01020.004412110719
73.123.073.74.48534.54224.52714.53453.40380.23500.01020.00350.00290.003011110719
73.123.073.74.40674.59744.42214.58053.41430.04910.00350.01680.00810.008512110719
77.125.373.24.45614.53444.54574.54043.32630.01780.00370.00330.00290.003011110719
77.125.373.24.37754.58964.44074.58643.33670.01150.00360.00550.01350.002912110719
19.127.487.03.79513.71643.59783.64482.73860.02300.00270.00220.00210.002411110719
19.127.487.03.71653.77153.49283.69082.74910.00930.00250.00590.01250.002212110719
43.229.7101.24.10424.18804.23414.32683.29470.03410.00330.00280.00260.003211110719
43.229.7101.24.02564.24314.12914.37283.30510.01150.00300.00870.01980.002712110719
47.431.691.24.15554.25934.31544.41343.39520.15790.00730.00310.00300.003311110719
47.431.691.24.07694.31454.21044.45943.40570.03370.00340.01810.01260.006412110719
22.332.8113.03.84573.82623.74023.70142.25610.03560.00300.00250.00270.002311110719
22.332.8113.03.76723.88133.63523.74742.26660.01120.00260.00790.01450.002712110719
22.133.2113.03.75953.73603.69243.60170.03600.00350.00400.002611110719
22.133.2113.03.68093.79113.58743.64770.01290.00310.00880.014612110719
67.835.773.34.19364.30324.31194.27312.93390.01820.00350.00310.00260.003011110719
67.835.773.34.11504.35844.20694.31912.94430.01060.00340.00590.01650.002812110719
Set 1: ST1001-E and 48 mm fiters, set 2.

Sun and Moon

An almanac can be found in the ICC:s start menue (lower left corner). Look under Programs->Observing->Documents->Almanacs.


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