Practical Mechanics Applied to the Requirements of the Sailor
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In our eReader you can find the full English version of the book. Read Practical Mechanics Applied to the Requirements of the Sailor Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Practical Mechanics Applied to the Requirements of the Sailor
What reading level is Practical Mechanics Applied to the Requirements of the Sailor book?
To quickly assess the difficulty of the text, read a short excerpt:
= V 9 x 64 = 24 16 ft. = */i6 x 64 32, >, 25 ft. = A/25 x 64 = 40, , . 36 ft. = ^36 x 64 = 48 If we divide all these velocities by 8 we get the velocity at depth of . . . 1 foot = . 4 feet = 2 * 9 = 3 1 Relative velocities.
. . . 16 = 4 | 25 = 5 . 36 = 6, We thus see that the velocities vary as the square root of the depths ; for instance, at a depth of 9 feet below the surface the wuter will run in three times as fast as it would at a depth of i foot below the surface, and so on ; for any dept...h whatever we have only to extract the square root of that depth to know how much faster the water flows into the ship than it would do at i foot depth.
I3 HYDROSTATICS.
It has often been a matter of surpi'ise to sailors to see wh&t a small rent in a plank in the bilge has been the sole cause of their hourly attention to the pumps to keep their vessel free of the inflowing water, especially when their vessel was well known to be a very dry one, and regained her character as such when this defect in her planking was made good.
What to read after Practical Mechanics Applied to the Requirements of the Sailor?
You can find similar books in the "Read Also" column, or choose other free books by Thomas Mackenzie to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
= V 9 x 64 = 24 16 ft. = */i6 x 64 32, >, 25 ft. = A/25 x 64 = 40, , . 36 ft. = ^36 x 64 = 48 If we divide all these velocities by 8 we get the velocity at depth of . . . 1 foot = . 4 feet = 2 * 9 = 3 1 Relative velocities.
. . . 16 = 4 | 25 = 5 . 36 = 6, We thus see that the velocities vary as the square root of the depths ; for instance, at a depth of 9 feet below the surface the wuter will run in three times as fast as it would at a depth of i foot below the surface, and so on ; for any dept...h whatever we have only to extract the square root of that depth to know how much faster the water flows into the ship than it would do at i foot depth.
I3 HYDROSTATICS.
It has often been a matter of surpi'ise to sailors to see wh&t a small rent in a plank in the bilge has been the sole cause of their hourly attention to the pumps to keep their vessel free of the inflowing water, especially when their vessel was well known to be a very dry one, and regained her character as such when this defect in her planking was made good.
What to read after Practical Mechanics Applied to the Requirements of the Sailor?
You can find similar books in the "Read Also" column, or choose other free books by Thomas Mackenzie to read onlineMoreLess
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