you need to subtract on the arc corrections and height
I have gone over the two moon problems (yes I know since there are only two and who really gives a crap), but I can't figure out where I'm going wrong.
Page 34 Deck Officer Study Guide, Book 5 Navigation Problems
050259/NP02165
On 25 Feb, at 0622 ZT, you observe the upper limb of the Moon with a sextant altitude of 59 58.6'. Your DR psn is Lat 30 28.3' S, Long 102 39.3' E. Chronometer reads: 11h 21m 18s and is 48s slow. HOE: 59', IE is 2.5' on the arc. What is Zn and intercept of the sight using the AP?
Here is what I keep getting for my numbers:
LHA moon = GHA moon + Long = 282 32.3' + 102 32.3 E = 24
Lat = 30 S
Dec = S 10 56.1
Ho = 60 00.4
Hc = 60 39.0
Zn = 305.4 (this is the only number I get right)
Can someone explain what I'm doing wrong with my Ho and Hc? Thank you
you need to subtract on the arc corrections and height
H<SUB>S: 59 <SUP>o 58.6
IE: - 2.5
HS: 59 o 56.1
Dip 59 : - 7.5
AltApp: 59 o 48.6
UL Corn:- 30.0
AltApp: 59 o 18.6
Alt Corn: 39.0
AltApp: 59 o 57.6
HP Corn:+ 2.7
HO: 60 o 00.3 T
HC: 59 o 56.2 C
Intercept: 04.1 Towards
Remember C.G.A. (Computed greater, Away!)
</SUP></SUB>
Your assumed position doesn't look right..Wouldn't it be 102 27.7 E since you will be adding it.. which would give you an LHA of 25??
Nice. So I got my Ho correct. How did you get Hc? Are my entering arguments to 229 correct? I'm thinking I screwed up the LHA calculation.
GHA @ 23h 22m 06s GMT = 277 10.3
+ 5 16.4 (min/sec increments)
+ 5.6 (v)
GHA= 282 32.3 + Assumed Long 102 32.3E = 384-360= 24
When using LHA 24, Dec S10 56.1, and Lat 30S I get: Hc 59 59.5 d 42.2 Z 126.8.
GHA= 282 32.3 + Assumed Long 102 32.3E doesn't equal 384 you need a zero value on LHA . so far as the hc you need to interpolate for the odd values of dec
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