look like this what i drive

https://proxy.duckduckgo.com/iu/?u=h...MG0228.jpg&f=1

Very nice! It looks like fun to drive. :)

I was not aware of any conflict with TWoS Campaign Advance Verifier Testing.
Maybe you guys can fix it. You are free to modify my mod. I developed this mod during unemployment, but with a full time job I don't have the time anymore to mod.
About Polaris, look in documentation 'Additional Information'. Do you get the correct lat/lon with the computed solution?

The short answer is I have read everything, but I may have missed something? I will report back.

@YellowSubmarine, the docs have this,



"Note: Some random objects in the sky are displaced a small distance in the game. For the Moon, Sun and navigational stars the difference is a few minutes but when this happens to Polaris it can amount to several hours due to its closeness to the pole. You can still use the Polaris tables with the computed solution, but do NOT use Polaris for estimating current game UT.

Does this mean I should ignore the time on the SH5NewSextant and use the GMT in game?

FYI - Here is my sextant and case. It is a 1946 Husan (Henry Hughes & Son LTD London) Serial #533149 Certified Dec. 31, 1946. The light to illuminate the scale at night still works by pressing a button on the handle.


https://img.carters.com.au/300x300/0...16bd898a66.jpg


https://www.the-saleroom.com/en-gb/a...e-a4d600abb78e

Use the time provided by the sextant. Maybe I did not make myself clear.
Here's an example.
Suppose you measure Altair. The sextant shows 17:00:00 UT.
Then immediately measure Polaris. Ideally it should be close to 17 UT as well.
But let's say it shows 18:00:00 UT. If the moon rises at 19 UT. You would be false led to believe it is 1 hour to moonrise when it's actually 2 hours.
But you can still use 18:00 UT for any calculation with Polaris.
I tested Polaris before I uploaded this mod and the time was close to the other stars. So maybe it was an earlier version of the mod. I don't remember.

Thank you. FYI - I will be away from my laptop for a few days. I will test when I return.

I am still unresolved as to why the discrepancy between SH5 GMT and NewSextant GMT. Did I miss something?

We're back from our mini-vacation. Ready to get back to figuring this out.

We're back from our mini-vacation. Ready to get back to figuring this out.I am thinking it may be a good idea to record exactly what I do and see if you all can identify my misstep. I keep ending up reducing my shot to 100s or 1000s of NM off from my real position. I will post back with my record soon.

Are you measuring overhead, or near the horizon, Capt Codetrucker?

I'm in the Baltic Sea, so the elevation for Polaris is pretty high (56o+).

Hi Folks,

The following discussion will probably seem like overkill since I am sure you have a clear understanding, but I wanted you to be able to get inside my "head" (thoughts) and follow my thinking. Years ago I had a clear understanding, but today I am not so sure. I think I need your help to realign my thought processes and/or methodology. Anyway, I hope you can because I must definitely be doing something wrong.

Here we go!

For the discussion below...
SHT = Silent Hunter game time
NST = The time displayed on YellowSubmarine's Sextant at time of shot.

For starters...
--- I have no idea if I am supposed to factor in Magnetic Declination and even if I did should I use the 1939 MagDec map or the one for the present day? Since I don't know I will ignore it for now.
--- I know I am in the Baltic Sea somewhere on a bearing of 315o from mouth of Memal Harbor.
--- I am E of Greenwich, so I will be somewhere in the E latitudes.
--- I have been traveling 315o bearing for 8 hrs. @ ~10kts. = ~80NM. Given I am traveling forty-five degrees (N headway equals W headway) we can assume I have traveled half the ~80NM north and half west.
--- Since the mouth to the Memal Harbor is roughly N55o 43'. Traveling 40NM to the N and 40NM to the W would place the sub at N56o 39' E019o 22' by DR.

Does the above make sense, or am I missing something?

Next, let's take a shot of Polaris...
--- Elevation - Polaris @ 56o 12.5'
--- Local Time - August 31, 1939 21:00 "A" Time zone (GMT+1).

Calculate our SHT position...
--- SHT GMT = August 31, 1939 20:00 (8:00 hrs past GMT Noon).
--- Since it is Polaris, the elevation equals latitude.
--- SHT Local = Noon GMT in Greenwich + 9:00 hrs. 9.0 Hrs x (360o/24 = 15o/Hr) = 9.0 x 15o = 135o W
So our present SHT position would be N56o 12.5' W135o 0'. This can't be correct. It is 3900+NM away from my DR position on a bearing of 344o. 7NM pff the coast of southern Alaska. What did I do wrong??

Calculate our NST position...
--- Polaris same as above.
--- NST Local = Unknown other than what can be calculated from NST GMT (presently 18:00) which would equal 19:00. So, Noon GMT in Greenwich + 6:00 hrs. 6.0 Hrs x (360o/24 = 15o/Hr) = 6.0 x 15o = 90o W.
So our present NST position would be N56o 12.5' W090o 0'. This also can't be correct. It is 3200+NM away from my DR position on a bearing of 319o. This is near the borders of the Canadian provinces of Manitoba and Ontario, just south of the Hudson Bay. This is driving me bats! What did I do wrong??

I hope this helps?

disable that mod it's inaccurate and doesn't work well... try to to thesame thing without the mod and report back pls !

Thank you. I will try as you say. Does this mean my process and calculations are correct?

I really cannot remember HOW I used to reduce a shot, but if I am not oversimplifying, here is my process...

1. Shoot Polaris. Elevation = my latitude. No nautical almanac lookups necessary.
2. Record the time GMT.
3. Add/subtract the number of hours from last GMT Noon.
4. #Hrs x 15o = W longitude, if more than 180o, then 360o - W Longitude = E Longitude.

This is all I can remember. Is this correct?

here we go example

If it is 18.00 GMT when it is 09.20 local time on the same day, then local time must be 8 hours and 40 minutes behind GMT. Therefore Long = – [(8 x 15o) + (40 ÷ 60 x 15o )] = – [120o + 10o] = -130o = 130o West

The above is for Local Time behind GMT. Please give me an example of 01.00 GMT and 02.00 Local where Local Time is ahead of GMT. When I tried it I got the following...

If it is 01.00 GMT when it is 02.00 local time on the same day, then local time must be 1 hours and 0 minutes *ahead* GMT. Therefore Long = - [(23 x 15o) + (0 ÷ 60 x 15o )] = – [345o + 0o] = -345o = 345o West = 015o E.

Plotting the above with the latitude of 56o 32' N which is on land.

FWIW - The SH5 GMT minutes are always the same as Local (Naut) minutes. This always produces a whole degree and 0 minutes difference.

Or you could just subtract 1 from 2 to get 1 and multiply by 15.


Just remember that if local time is later than GMT, your longitude is East. If Local time is earlier than GMT, your longitude is West. The difference between the two times multiplied by 15 is your longitude.


Either way, a difference from GMT of +1 hr. is indeed at 15°E.