Listed below are the computations for 2023 for
the expected dates of New Moon visibility from Israel. The
possible projected dates for the Appointed Times for 2023 are
given in a second table below the New Moons table.
PLEASE NOTE:
The "Date of Visibility" column dates are the dates on
which the New Moon is expected to be seen--beginning at sunset
of the listed day. All dates listed are to be reckoned
from sunset of listed day and date through the next
day at sunset in the following New Moon table.
New Moon |
Date of Visibility |
Sunset |
Moon Set |
Lag Time |
% of Illum. |
Moon Alt. |
Sun Alt. |
VN |
Sighted? |
11th |
Monday, January 23, 2023 | 5:05 |
7:00 |
115 min. |
4.89% |
20.0 |
-23.6 |
279.2 |
1/23/23 |
12th | Tuesday, February 21, 2023 | 5:30 |
6:55 |
85 min. |
2.80 % |
16.0 |
-18.0 |
199.0 |
2/21/23 |
1st | Wednesday, March 22, 2023* | 5:52 | 6:46 | 54 min. | 1.23 % | 10.3 |
-11.7 | 119.0 | 3/23/23* |
2nd |
Friday, April 21, 2023 |
7:12 |
8:43 |
91 min. |
2.71 % |
16.9 |
-18.0 |
204.3 |
|
3rd |
Saturday, May 20, 2023 |
7:32 |
8:36 |
64 min. |
1.23 % |
10.8 |
-11.7 |
126.7 |
|
4th |
Monday, June 19, 2023 | 7:47 |
9:14 |
87 min. |
2.41 % |
15.0 |
-15.0 |
182.3 |
|
5th |
Tuesday, July 18, 2023* | 7:45 |
8:37 |
52 min. |
0.99 % |
8.92 |
-9.57 |
103.3 |
|
6th |
Thursday, August 17, 2023 | 7:21 |
8:12 |
51 min. |
1.59 % |
9.63 |
-10.3 |
116.6 |
|
7th |
Saturday, September 16, 2023 | 6:44 |
7:32 |
61 min. |
2.35 % |
9:14 |
-10.3 |
125.3 |
|
8th |
Monday, October 16, 2023 | 6:06 |
7:00 |
54 min. |
3.59 % |
9.47 |
-11.5 |
153.3 |
|
9th |
Wednesday, November 15, 2023* | 4:40 |
6:05 |
85 min. |
5.73 % |
13.0 |
-17.4 |
234.3 |
|
10th |
Thursday, December 15, 2023 | 4:36 |
5:55 |
79 min. |
3.61 % |
11.9 |
-15.5 |
188.0 |
|
11th |
Friday, January 12, 2024 |
4:55 |
5:58 |
63 min. |
1.98 % |
10.2 |
-12.5 |
138.5 |
|
12th |
Sunday, February 11, 2024 |
5:22 |
7:12 |
110 min. |
4.33 % |
20.7 |
-23.2 |
268.6 |
|
1st |
Monday, March 11, 2024 |
5:44 |
7:08 |
84 min. |
2.51 % |
10.9 |
-12.2 |
125.3 |
Event |
begins sunset of |
ends sunset of |
Passover (Lord's Supper) - Aviv
14 |
Wednesday, April 5 |
Thursday, April 6 |
Feast of Unleavens (1st day)
- Aviv 15 |
Thursday, April 6 |
Friday, April 7 |
Elevation Sheaf Day (aka "wave sheaf") |
Saturday, April 8 |
Sunday, April 9 |
Feast of Unleavens (7th day) - Aviv 21 |
Wednesday, April 12 |
Thursday, April 13 |
Pentecost |
Saturday, May 27 |
Sunday, May 28 |
Day of Shouting (aka "Trumpets") |
Saturday, September 16 |
Sunday, September 17 |
Day of Atonement |
Monday, September 25 |
Tuesday, September 26 |
Feast of Tabernacles (1st day) |
Saturday, September 30 |
Sunday, October 1 |
8th Day Assembly |
Saturday, October 7 |
Sunday, October 8 |
Understanding the Calculations
Visibility Number (VN) is the difference between the sun and moon setting times plus 27 times the illuminated percent of the moon plus 5.5 times the altitude of the moon at sunset minus 5 times the altitude of the sun at moonset, all divided by 1.7.
If the VN is:
* less
than 88 then the New Moon will not be seen
* between 88 and 100, it will probably not
be seen
* between 100 and 112, it will probably be seen
* anything greater than 112, it will be seen in reasonable
conditions.
EXAMPLE: The sun will set in Jerusalem at 6:37. The moon will set at 7:36. This is a 59 minute lag time (lag time = the time between sunset and moonset) -- plenty of time for the sky to darken enough after sunset for the moon to be sighted. 2.39% of the lunar surface will be illuminated. And the moon's altitude at sunset will be 11.4 degrees. The sun's altitude at moonset will be -12.6 degrees.
So using the calculations, we have 59 [lag time] + (27 x 2.39 = 64.53) [27 times illuminated percent] + (5.5 x 11.4 = 62.7) [5.5 times lunar altitude] - (5 x -12.6 = -63) [5 times sun's altitude] divided by 1.7 = 146.6
As seen above, anything over 112 should be visible (the higher the number, the greater the visibility), and we have a VN of 146.6 -- hence, New Moon!
Email: Brian Hoeck
©2023 Truth On The Web Ministries: All the articles originated by Kenneth Hoeck and/or Brian Hoeck may be freely distributed or mirrored as long as presented in their entirety (including this statement), attributed to Truth on The Web, and proper author credit given.
See also Projected Appointed Times for 2001-2030
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