ANSWERED on Thu 18 Sep 2008 - 9:09 pm UTC by pinkfreud
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Asked by schmooz on Thu 18 Sep 2008 - 4:31 am UTC:
On a pristine, clear day - if I am standing on a 20th floor balcony on Clearwater Beach, looking straight out over the Gulf of Mexico: 1. Approximately how many miles out is my horizon (as far as I can see) from my 20th floor vantage point? (Don’t skimp – go for generous estimation , I’m tall) 2. If there was an object about 150 feet (OK, an oil rig, however tall they are) . . . . anchored on the horizon you have just calculated, how many more miles would have to be added to that calculation in order for the very top of the oil rig to disappear from my sight and all I see is blue (or green) Gulf Water? 3. US Territorial waters extend out 12 miles from our shoreline, right? In theory, an oil drilling company from another country could set up their oil rig 15 miles from our shore and start drilling? OK, lets’ drop the “theory” and go for the reality (pretending that we have no treaties in place with this country ? Nope – this is not my homework assignment! I’m a little past school age . . . well OK, a lot past it! But – you see where I am going with these questions. The question will be answered by whatever information you can provide for me and I would like to see the links to where you found the information. Also – I would really appreciate comments from other Researchers and UClue-ers.
Question clarification by schmooz on Thu 18 Sep 2008 - 6:31 pm UTC:
Thanks for the comment Myoarin! I guess I forgot to mention that Clearwater Beach is in Florida on the Gulf of Mexico waterfront, about half way down (or up) the state. BTW - there are NO 20 story buildings on the beach. My question(s) are just to gain (and pass on) perspective. :) Does anyone know if Pinkfreud is still around? I signed up with UClue several months ago and saw that she was listed as a researcher. When I wanted to ask the question(s) above, I could not remember the name of this website. Even though I queried Google and Yahoo every way I could think of I still could not find it! So - I went to that "joke" Yahoo Answers website and tried to locate UClue by posting the following: "What Internet Answers Service did some researchers (Pinkfreud) go to after Google Answers Closed?" The First Response to my question was: "I am going to misspell this because it will get deleted, O_p_e_r_a community.... grysmn - 374 Total answers Well - I did not recognize the name and you just gotta know I had to check it out in case Pinkfreud . . was connected to it in any way. WELL, NOW I'M-A-BLUSHIN "PINK" AND AM LOOKING FOR A "FREUD" TO REMOVE THE TRAUMA TO THIS OLE-BEACH-GIRL!!!!! Yipes!
Answer by Researcher pinkfreud on Thu 18 Sep 2008 - 9:09 pm UTC:
Howdy-hi, Carolyn! It's great to see you again. You're asking questions on a subject about which I know very little. Or at least I used to know very little. Working as an online researcher certainly expands one's horizons (metaphorically speaking). I've researched the matter, and here's what I found: Let's estimate that your 20th-floor viewpoint is 61 meters above the ground. We'll add 1.7 meters for your own height, for a total of 62.7 meters. If you are not comfortable with metric units, there is a nifty conversion tool here: http://www.worldwidemetric.com/metcal.htm The radius of the Earth is 6378 kilometers, according to this Wolfram Research site: http://scienceworld.wolfram.com/astronomy/EarthRadius.html OK, now we're ready to do the math, as described here: "The distance to the horizon can be calculated, in metric units, using the formula d = sqrt(h(2r+h)), where sqrt is the square root, h is the height of the observer (or rather his eyes) above sea level and r is the radius of the planet. All units are in meters. The distance (d) you get out of this formula is the distance in direct line from the observer's eyes to the horizon." http://www.pvv.org/~bcd/shadowworld/info/horizon.html And our results are as follows: d = sqrt(h(2r+h)) d = sqrt(.0627(12756+.0627)) d = sqrt(799.8) d = 28.3 kilometers So, on a clear day on your balcony, if you stand up nice and straight and don't slouch, you can see approximately 28.3 kilometers, which is about 17.5 miles. An object 150 feet away (about 45.7 meters) would need to move out to sea 28.2 kilometers in order to disappear from your view. Of course, it would have to be a very large object in order to remain in view at that distance. "Determine the actual distance to the target structure (we'll refer to this as 'the target distance' in the following). Then determine the distance to the horizon from the observer's position. If the distance to the horizon is larger than the target distance, then the target might be seen by the observer." http://www.pvv.org/~bcd/shadowworld/info/horizon.html You don't need to worry that your view will be occluded by a foreign oil rig, though. Although territorial waters extend 12 miles from the coast, the Exclusive Economic Zone (which deals with marine resources such as petroleum exploration) extends 200 nautical miles (370 kilometers): "The Exclusive Economic Zone starts at the coastal baseline and extends 200 nautical miles out into the sea, perpendicular to the baseline." http://en.wikipedia.org/wiki/Exclusive_Economic_Zone I hope this helps! Best always, Pink (NOTE: There is a person called "pinkfreud" who posts at Yahoo! Answers. He is a male from India, and is most emphatically not the pinkfreud-ga from Google Answers. I have posted exactly one answer at Yahoo! Answers, under the handle "pinkfreud_ga.")
Comment by Researcher Roger Browne (eiffel) on Thu 18 Sep 2008 - 9:50 pm UTC:
Hi schmooz, I have some further information for the second part of your question. The Petronius Oil Platform, a large platform in the Gulf of Mexico, sticks out 75 meters above the water. Using the formula that pinkfreud posted, its horizon is 31 kilometers away. In other words, someone at the top of the oil platform would be able to see 31km to their horizon. From your 20th floor balcony, it would be 28.3 kilometers to your horizon (as pinkfreud calculated), then a further 31 kilometers to the tip of the oil platform (which would not be visible to you because it would coincide with your horizon). Therefore, any 75-meter oil platform would need to be at least 59.3km away in order not to be visible from your imaginary 20th floor balcony. The summing of distances to the observer's horizon and the target's horizon is explained and illustrated clearly here: "How far is the horizon" http://www.boatsafe.com/kids/distance.htm Reference: Petronius oil platform - Wikipedia http://en.wikipedia.org/wiki/Petronius_Platform
Comment by schmooz on Fri 19 Sep 2008 - 4:14 am UTC:
Hiya Pink!!!! When I finally found UClue last night, I took a few minutes to look through the recent posts and did not see your name – so – I thought you might have moved on. In my Question “Clarification” I asked about you. I had no idea that you would pick up my question but I am soooo glad you did! WOWOWOW PINK! Your answer was GREAT, above and beyond . . . your reputation continues! I will shortly close and rate your answer! (Where do you locate 24.5 stars . . . OK, 25 stars? On UClue?) While we don’t live on the 20th floor or in a high rise, I so appreciate all the information you provided and I will use it often. I am getting pretty weary of the discussions, here in Flooooreeeeeedaaa, on off-shore drilling that begin and end with, “oil rigs will spoil our beautiful view,” when we need to be debating economic hardship, energy independence and environmental protection because we have to get this right, the first time. The great information you have provided will help me make quick mince-meat of the “view” argument and change the debate. Whatdaya think Pink? In this time of economic hardship and the finally recognized need for energy independence, do you think we can drill off-shore, build new oil refineries, build new nuclear plants AND still find a way to protect the beautiful, God-given environment? I would really love to read any of your thoughts or views on any of this or anything related (or not related too ). This is not an additional question and requires no response from you at all. Every once-in-a-while, I’ll re-look through this well-answered question, to see if the inspiration strikes you and turns into words of insight and wisdom that jump out of your computer and into a comment box! Glad you picked up my question. Regards 2-ya, Carolyn
Comment by User myoarin on Fri 19 Sep 2008 - 8:30 am UTC:
"25 stars" Hi Carolyn, You could, of course, ask four more questions ... ;-) Myo
Comment by Researcher pinkfreud on Fri 6 Mar 2009 - 1:13 am UTC:
Dear Carolyn, Many thanks for the kind words, the upper-case "8s," and the upper-case "4s." I'd like to express my appreciation with a bunch of upper-case "1s," but that might make my keyboard think that I am "shifty." ;-) ~Pink
Request for clarification by schmooz on Mon 22 Jun 2009 - 2:30 pm UTC:
Pink No further Clarification is requested on this question nor is any response at all. It is my hope that (like Google Answers) this reaches you with this message. I hope that you are feeling better and that there are positive resolutions in store for you quickly. I find that if I am on my back, God has me looking up and while I cannot do the "physical lifting" at that time, my job and value is to do the "Spiritural lifting up" of those I love,. . . or hate . . . and our country . . . . AND about the things that scare me or depress me . . . . . You will continue to be in my thoughts and prayers until I see your name floating around UClue again. Here is a great website that as a "WordSmith" you will love browsing. Words are so amazing and God has given you the gift of twisting them and piling them together to share insight, humor and your feelings (bad or good). It is a gift that is left with you while you are up or down. http://phrontistery.info/a.html I truly hope the best for you - in health and happiness. Carolyn at [email address deleted by admin - sorry!] in Floreeeeeeeeeeeeda. Don't lose touch I would like to read any of your stories or rhymes that are on websites around. NO RESPONSE OR CLARIFICATION OR ACKNOWLEDGMENT is asked for at all on this question. (Also, Do not worry at all about my AARP Question.)
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Comment by User myoarin on Thu 18 Sep 2008 - 9:50 am UTC: