The Cushing

266 F. 570, 1920 U.S. Dist. LEXIS 1071
CourtDistrict Court, S.D. New York
DecidedJune 26, 1920
StatusPublished
Cited by7 cases

This text of 266 F. 570 (The Cushing) is published on Counsel Stack Legal Research, covering District Court, S.D. New York primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.

Bluebook
The Cushing, 266 F. 570, 1920 U.S. Dist. LEXIS 1071 (S.D.N.Y. 1920).

Opinion

EEARNED HAND, District Judge

(after stating the facts as above). In this case the conceded facts seem to me to help dispose of much of the controversy, regardless of the testimony of the witnesses, based upon necessarily fugitive recollection. It is agreed that the Proteus, a vessel 390 feet long, with a speed of 13% knots, was upon a course N. 50° E. true. It is further agreed that she made no maneuver except to hard-aport her helm and continue at full speed. If she had turned through an angle of eight points, as is practically certain, we can tell with much approach to certainty the position of her bow off her course at the time of the collision; i. e., what had been her “traverse.” We can also tell how far she had advanced, measured along her projected course, from the point of porting; i. e., her “advance.” The basis of this calculation I take from Admiral Knight’s “Modern Seamanship,” plate 93, p. 303. This shows that the “advance” of a ship 350 feet long is 453 yards, and for a ship 420 feet is 663 yards. The “advance” of the Proteus, on the basis of the smaller ship reckoning that the proportion is constant, would be about 1,514 feet; on the basis of the larger, about 1,845 feet. It is of course impossible to be exact, but it is reasonably safe to take it at 1,700 feet, and to say that the bow of the Proteus, when she ported, was 1,300 feet behind the place of collision, measured on her own projected course.

I shall show later that the stern of the Cushing had not yet left her course, taking her story of backing and porting at its full value. If she was headed two points to starboard, and her stern was on her course, her bow had made a “traverse” of a little over 150 feet, and as she struck the Proteus about amidships, the bow of the Proteus was [572]*572substantially crossing the projected course of the- Cushing at the moment of collision. Since it is possible to find the “traverse” of the Proteus by the same means as her “advance/’ we can tell with very reasonable accuracy how far the courses were apart. By the same calculation as in the case of the “advance” I find the Proteus “traverse” to have been between 1,100 and. 1,200 feet.

The distance actually covered by the Proteus is more difficult to estimate, and is not important, except as it fixes the time from her hard-over helm to the collision. Capt. Colomb (transparent diagram 4) gives to a vessel under similar conditions a change of about 5% points in 85 seconds, a minute and a half. The distance covered by a boat 420 feet long computed on Admiral Knight’s plate 93, is about 2,250 feet, and for a boat 350 feet long, 1,410 feet. If I take the distance covered by the Proteus at 2,000, it will not be far wrong. At the end of this time her speed is 60 per cent, of her initial speed. An average of 75 per cént. is not far wrong, or 10 knots an hour, say two minutes. This corresponds pretty well with Colomb’s figure for a change of 5% points, and is, all things considered, not very far off the estimates of all the witnesses, of between 2% and 3 minutes.

I can now, I think, estimate fairly closely the position of the Cush-ing when the Proteus ported, taking the Cushing’s version of porting and backing and a change of 2 points. Colomb’s diagrams (transparent No. 4) for such a situation gives a change of a little less than two points at the end of 35 seconds. A change of 2 points would not take over forty seconds, and the “advance” is just about two lengths; i. e., 850 feet. The earlier part of the two minutes the Cushing was going at full speed, 12% knots, a distance of say 1,600 or 1,700 feet, Her bow was therefore about 2,500 feet from the place of collision when the Proteus ported. At that time the vessels were about 4,000 feet away from each other; the Proteus bearing a little more than 1% points on the Cushing’s starboard bow. The estimate of 1 to 1% miles of the Proteus’ witnesses is not so far wrong as might be expected at night, and that of three-quarters of a mile made by the Cushing’s witnesses would be close, if they had seen the original change of helm, though I do not believe they did, for reasons given later.

Knight, pp. 316-318, gives a somewhat different description of the behavior of a ship backing under a hard-aport helm; but it is to be observed (page 318) that the discrepancy between these authors disappears in cases where the helm is first put hard over and the vessel therefore begins to swing before she feels the effect of the screw. He says:

“If the ship has actually begun to swing in obedience to a hard-over helm before the screw is reversed, she will in most eases continue ’ to swing the same way in spite of the screw, although much less rapidly than if the screw were not reversed.”

In the case at bar the helm was put over first to port and then hard-aport for some seconds before the engine was reversed. A very substantial part of a minute must also be allowed in the engine room (20 or 30 seconds, Brown). Besides, Bergman had to enter the wheelhouse to turn on the lights and go back to the bridge to reverse. It [573]*573is safe to say that the Cushing was quite all of 30 seconds under a port helm before the engines were reversed. This, if anything, makes the time of her swing of two points to starboard shorter than I have found.

The supposed bearing of the Cushing from the Proteus seems to me so clearly wrong that I can only account for it through the excitement of the moment. It is physically impossible that the Cushing should ever have been on the Proteus’ port bow. The supposed bearing of the Proteus from the Cushing is stated by the witnesses generally to have been ll/¿ points at 5 miles, but that is equally impossible. At 5 miles the Proteus would have borne about 5 degrees on the Cushing’s starboard bow, if the courses had been exactly parallel or 8° in fact. This bearing broadened till it was a little, over points when the .Proteus ported. However, it is not likely that during the earlier part of the Proteus’ swing her changed helm without side lights could be noticed from the Cushing. For nearly half her “advance” her mass continued on her old course, and meanwhile the Cushing was advancing. At about the time when she began lo make in upon the Cushing she bore substantially more than 2 points on her starboard bow. It was not far from that time when the Proteus blew her whistle, and this I think is the first moment when Bergman became aware of her maneuver. His estimate of bearing is not so far wrong, then, though the distance bad become about half a mile, not three-quarters. I remember that he says he could tell the change in the range of the masts, and saw her swing' before this, but I think this most unlikely. The angle subtended by the masts at that distance and seen so nearly ahead was small. It is clear from the log that he did not act till he heard the whistle, and that was about the time when he could first have seen any change, unless by the range of the masts. If he had in fact seen the Proteus start to cross his bows, I can scarcely believe that he would have waited at all to act as eventually he did act. Besides, his vessel would have been in a different position, had he been backing and hard-aporting for so long. Taking all the evidence, it appears to me the more reasonable conclusion to suppose that he did not, as he. supposes, see so finely as to observe the masts come in range, but that he saw the Proteus swing in and heard her whistle, and that then he did what he says.

1 am, of course, aware that deductions of the foregoing sort are proverbially hazardous.

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Bluebook (online)
266 F. 570, 1920 U.S. Dist. LEXIS 1071, Counsel Stack Legal Research, https://law.counselstack.com/opinion/the-cushing-nysd-1920.