Albright v. Chicago, Rock Island & Pacific Railway Co.
This text of 205 N.W. 462 (Albright v. Chicago, Rock Island & Pacific Railway Co.) is published on Counsel Stack Legal Research, covering Supreme Court of Iowa primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Faville, C. J.
I. Appellee operates a line of railway which extends in a general easterly and westerly direction through the town of Drakesville in Davis County', and eastward therefrom. The right of way of appellee is crossed at practically right angles by a highway extending north and south at a point about a mile east of Drakesville. The collision' in question occurred between four and five o’clock on the afternoon of the 5th of September, 1922. It was a clear day. The right of way of appellee is the usual width of 100 feet, being 50 feet on each side of the center o£ the track. To the north of the right of way and west of the highway was a cornfield, which came to the right-of-way fence. The right of way had been mowed in the month of August, and was free from weeds, brush, and other obstructions at or about the crossing. There was a semaphore on the north side of the track, 164 feet west of the right of way, and 995 feet west from the crossing was a semaphore on the south side of the track. The train which caused the collision in question was moving eastward. There is a curve on the track, so that a train coming from Drakesville moves in somewhat of a northeasterly direction until it is near the semaphores referred to, and then passes on what is called a “tangent” toward the east. The re- *680 suit is that an. engineer, whose seat is upon the right side of the cab, is prevented from seeing the north' approach to the highway-crossing while the train is upon the curve. At the time of the collision, appellant was driving a Ford truck, loaded with goods, and was moving south on the highway in question. He was familiar with the railroad crossing, and knew that he was approaching it, and testified that he had in mind that a passenger train was due at about that time. It appears from the evidence in his behalf that appellant approached' the railroad crossing at a speed of about twelve miles an hour.
The court having directed a verdict for appellee, we must consider the evidence in the light most favorable to appellant. It is his contention that, when he got to approximately the north line of the right of way, he brought the truck practically to a stop, and that he looked at that'time in a westerly direction toward Drakesville, and neither saw nor heard an approaching train. He contends that he then looked toward the east, and, seeing no train from that direction, started his car slowly toward the railroad track. The highway is upgrade from a point near the line of the right of way toward the track, and appellant contends that he moved up this grade at a speed of about five miles an hour; that he had fifteen to sixteen hundred pounds on his truck, which was a one-ton truck, and that he thought he could have stopped his car, while negotiating the movement across the track, in a distance of about three feet. The forward part of the truck passed over the track, and the rear end of the truck was struck by the engine. Appellant contends that he neither saw nor heard the train until the engine was directly upon him.
The train was composed of fifty cars, and had a total length of about 2,000 feet. It was being hauled by a powerful engine, and the evidence of some of the witnesses for appellant is to the effect that the train was moving from fifty to fifty-five miles an hour. There is evidence tending to show that appellee was guilty of negligence in failing to give the statutory signals as the- train approached the crossing in question.
Appellant testified that his sight and hearing were good. Appellant’s line of vision, while seated in the truck, was about *681 five feet above the highway. There were no obstructions on the track that interfered with his view.
The following photograph, taken on the north side of the track near the line of the right of way, at about the time of the accident, shows, in a general way, the view of the track over which the train approached the crossing. The telegraph poles along the track are placed about 150 feet apart.
Giving to the testimony of appellant the most favorable construction that can fairly be placed upon it, we think it must be held, as a-matter of law, that appellant was guilty of contributory negligence in driving his truck upon the track in front of the approaching train. The physical facts are such that, if appellant had looked at a point near the north line of the right of way, as he claimed he did, he must have seen the approaching train coming from the west in time to have avoided the collision by the exercise of .proper and ordinary care. It is true that appellant was not required to look at a particular point as he approached the railroad crossing. The duty resting upon him was to use ordinary and reasonable care commensurate with the circumstances surrounding him at the time. This was not an obscured or hidden crossing. Appellant was familiar with it and the conditions surrounding it. The physical facts are such that the court was justified in holding that, as a matter of law, if appellant had exercised that degree of care which an ordinarily reasonable and prudent man would have exercised under the circumstances, in view of the physical facts of the situation, he would have seen, and was bound to see, the approaching train in time to have stopped the slowly moving vehicle he was driving, and to have averted the collision.
The rules of law governing cases of this kind are well established by the oft-repeated decisions of this court. Applying those rules to the facts of this case, and viewing them in the light most favorable to appellant, we are of the opinión that the trial court did hot err in directing a verdict for appellee on the ground that appellant was guilty of contributory negligence.
*683 *681 II. Appellant contends that he was entitled to go to the jury on the theory of the so-called “last clear chance.” Appellant’s contention in this regard is based upon the testimony of *683 the fireman who was upon the engine at the time of the accident. The fireman was seated on the left, or north, side of the engine as the train approached the highway crossing. He says that he saw appellant’s car when the train was about 300 feet from the crossing. He testified that, when the car got to within fifteen or twenty feet of the track, he saw the driver of the car turn his head and look, and then the car shot in front of the engine. Appellant’s contention is that the case should have gone to the jury on the theory that the fireman, having seen appellant when the train was 300 feet from the crossing, should have applied the brakes and sounded the whistle on the engine, to hai^e averted the collision. The fireman testified that it is a customary and usual thing for the drivers of automobiles at railway crossings to drive inside the right of way close to the approaching train, and then stop the ear and wait until the train goes past. Common observation .and knowledge seem to verify the testimony of the fireman in this régard. The engineer has charge of the brakes and controls the opei’ation of the train. As before stated-, the engineer was not in a position where he could see appellant as he approached the crossing, because of the curve in the track which obstructed his view.
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Faville, C. J.
I. Appellee operates a line of railway which extends in a general easterly and westerly direction through the town of Drakesville in Davis County', and eastward therefrom. The right of way of appellee is crossed at practically right angles by a highway extending north and south at a point about a mile east of Drakesville. The collision' in question occurred between four and five o’clock on the afternoon of the 5th of September, 1922. It was a clear day. The right of way of appellee is the usual width of 100 feet, being 50 feet on each side of the center o£ the track. To the north of the right of way and west of the highway was a cornfield, which came to the right-of-way fence. The right of way had been mowed in the month of August, and was free from weeds, brush, and other obstructions at or about the crossing. There was a semaphore on the north side of the track, 164 feet west of the right of way, and 995 feet west from the crossing was a semaphore on the south side of the track. The train which caused the collision in question was moving eastward. There is a curve on the track, so that a train coming from Drakesville moves in somewhat of a northeasterly direction until it is near the semaphores referred to, and then passes on what is called a “tangent” toward the east. The re- *680 suit is that an. engineer, whose seat is upon the right side of the cab, is prevented from seeing the north' approach to the highway-crossing while the train is upon the curve. At the time of the collision, appellant was driving a Ford truck, loaded with goods, and was moving south on the highway in question. He was familiar with the railroad crossing, and knew that he was approaching it, and testified that he had in mind that a passenger train was due at about that time. It appears from the evidence in his behalf that appellant approached' the railroad crossing at a speed of about twelve miles an hour.
The court having directed a verdict for appellee, we must consider the evidence in the light most favorable to appellant. It is his contention that, when he got to approximately the north line of the right of way, he brought the truck practically to a stop, and that he looked at that'time in a westerly direction toward Drakesville, and neither saw nor heard an approaching train. He contends that he then looked toward the east, and, seeing no train from that direction, started his car slowly toward the railroad track. The highway is upgrade from a point near the line of the right of way toward the track, and appellant contends that he moved up this grade at a speed of about five miles an hour; that he had fifteen to sixteen hundred pounds on his truck, which was a one-ton truck, and that he thought he could have stopped his car, while negotiating the movement across the track, in a distance of about three feet. The forward part of the truck passed over the track, and the rear end of the truck was struck by the engine. Appellant contends that he neither saw nor heard the train until the engine was directly upon him.
The train was composed of fifty cars, and had a total length of about 2,000 feet. It was being hauled by a powerful engine, and the evidence of some of the witnesses for appellant is to the effect that the train was moving from fifty to fifty-five miles an hour. There is evidence tending to show that appellee was guilty of negligence in failing to give the statutory signals as the- train approached the crossing in question.
Appellant testified that his sight and hearing were good. Appellant’s line of vision, while seated in the truck, was about *681 five feet above the highway. There were no obstructions on the track that interfered with his view.
The following photograph, taken on the north side of the track near the line of the right of way, at about the time of the accident, shows, in a general way, the view of the track over which the train approached the crossing. The telegraph poles along the track are placed about 150 feet apart.
Giving to the testimony of appellant the most favorable construction that can fairly be placed upon it, we think it must be held, as a-matter of law, that appellant was guilty of contributory negligence in driving his truck upon the track in front of the approaching train. The physical facts are such that, if appellant had looked at a point near the north line of the right of way, as he claimed he did, he must have seen the approaching train coming from the west in time to have avoided the collision by the exercise of .proper and ordinary care. It is true that appellant was not required to look at a particular point as he approached the railroad crossing. The duty resting upon him was to use ordinary and reasonable care commensurate with the circumstances surrounding him at the time. This was not an obscured or hidden crossing. Appellant was familiar with it and the conditions surrounding it. The physical facts are such that the court was justified in holding that, as a matter of law, if appellant had exercised that degree of care which an ordinarily reasonable and prudent man would have exercised under the circumstances, in view of the physical facts of the situation, he would have seen, and was bound to see, the approaching train in time to have stopped the slowly moving vehicle he was driving, and to have averted the collision.
The rules of law governing cases of this kind are well established by the oft-repeated decisions of this court. Applying those rules to the facts of this case, and viewing them in the light most favorable to appellant, we are of the opinión that the trial court did hot err in directing a verdict for appellee on the ground that appellant was guilty of contributory negligence.
*683 *681 II. Appellant contends that he was entitled to go to the jury on the theory of the so-called “last clear chance.” Appellant’s contention in this regard is based upon the testimony of *683 the fireman who was upon the engine at the time of the accident. The fireman was seated on the left, or north, side of the engine as the train approached the highway crossing. He says that he saw appellant’s car when the train was about 300 feet from the crossing. He testified that, when the car got to within fifteen or twenty feet of the track, he saw the driver of the car turn his head and look, and then the car shot in front of the engine. Appellant’s contention is that the case should have gone to the jury on the theory that the fireman, having seen appellant when the train was 300 feet from the crossing, should have applied the brakes and sounded the whistle on the engine, to hai^e averted the collision. The fireman testified that it is a customary and usual thing for the drivers of automobiles at railway crossings to drive inside the right of way close to the approaching train, and then stop the ear and wait until the train goes past. Common observation .and knowledge seem to verify the testimony of the fireman in this régard. The engineer has charge of the brakes and controls the opei’ation of the train. As before stated-, the engineer was not in a position where he could see appellant as he approached the crossing, because of the curve in the track which obstructed his view. It would obviously have been quite an impossible undertaking for the fireman to have communicated to the engineer that appellant ivas approaching the crossing 300 feet away, in time for the engineer or the fireman, by the reasonable use of the facilities at his command, to have in any way avoided the threatened collision. The situation, under the record, does not call for any application of the last clear chance doctrine, and the court did not err in not -submitting the ease to the jriry.
*682
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" width="1347"/>
*683 We have examined the entire record, and are satisfied therefrom that the trial court did not err in directing a verdict in behalf of appellee; and the judgment appealed from must be, and it is, — Affirmed.
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205 N.W. 462, 200 Iowa 678, Counsel Stack Legal Research, https://law.counselstack.com/opinion/albright-v-chicago-rock-island-pacific-railway-co-iowa-1925.