Russell v. Scandrett
This text of 281 N.W. 782 (Russell v. Scandrett) 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
Stiger, J.
— On January 20, 1936, about 8 o’clock in the morning, Raymond Howie and George Allen Russell, plaintiff’s *1131 intestate, left the town of Merrill, Iowa, in a truck operated by Howie intending to go to Meckling, South Dakota, to get some alfalfa for their employer. They reached Elkpoint, South Dakota, about 9:30 and continued on their journey traveling in a northwesterly direction on a highway which was parallel to and south of defendants’ railroad track. About four miles west of Elk-point the highway turns north, crossing the track at right angles, and then continues on the north side of the track and parallel to it. When all but the rear portion of the truck had cleared the track at the crossing, it was struck by a train which was going in a northwesterly direction and Mr. Russell died from the injuries received. The collision occurred about 10 o’clock in the morning. The railroad track runs west out of Elkpoint in a straight line to the crossing and parallel to the highway and from the crossing where the accident occurred there is an unobstructed view of the track to the east, from which direction the train was approaching, for two miles. The jury returned a verdict for the plaintiff. Plaintiff’s intestate will be referred to as plaintiff.
One of the errors assigned by the defendants is that the court erred in refusing to direct a verdict for the defendants on the ground that the evidence conclusively shows that plaintiff’s decedent was contributorily negligent as a matter of law in failing to discover the approach of the train in time to warn the driver of the truck before the truck was driven upon the crossing because the train was in plain view when the decedent looked down the track; that if he looked down the track in the direction from which the train was approaching as he was required by law to do, he either saw the train or could have seen the train, and in either event was contributorily negligent, as a matter of law, in directing, permitting, or allowing the truck to be driven upon the railroad crossing.
In approaching a railroad crossing it is the duty of a traveler on the highway to look for trains, and to see a train if it is in plain sight, and if he goes upon a crossing in front of a train which was in plain view as he approached the crossing he is guilty of contributory negligence as a matter of law. Meier v. C. R. I. & P. Ry. Co., 224 Iowa 295, 275 N. W. 139; Cashman v. C. B. & Q. Ry. Co., 217 Iowa 469, 250 N. W. 111; Albright v. C. R. I. & P. Ry. Co., 200 Iowa 678, 205 N. W. 462 ; Sohl v. C. *1132 R. I. & P. Ry. Co., 183 Iowa 616, 167 N. W. 529; Yanaway v. C. R. I. & P. Ry. Co., 195 Iowa 86, 190 N. W. 21.
While the view of the track from, the crossing to the east was entirely unobstructed under ordinary conditions, plaintiff claims that because of atmospheric conditions and because of frost on the train, the view of the track and approaching train was materially obstructed which made the issue of plaintiff’s contributory negligence for the jury.
The ground was covered with 8 or 10 inches of snow, the temperature at the time of the accident was six degrees below zero, the sky was cloudless, and the ,sun was one-half way to its zenith. Plaintiff contends that the view of the train was obstructed for the following reasons: First, that when the car was stopped 15 feet south of the track and the occupants looked east along the track under the above atmospheric and weather conditions the vision of a man with normal eyesight would be affected; second, that the engine and train was covered with frost and thus so camouflaged and blended with the surrounding white landscape that the view of the train was materially obstructed when plaintiff looked. Plaintiff relies on the testimony of Howie and Dr. Frederick Roost to establish the above propositions. ¥e set out the following testimony given by Howie:
“When we left Sioux City, the sun was up and the light was clear and glistening frosty. The snow was between 8 and 10 inches deep. From Elkpoint we drove about three miles parallel with the railroad track and then turned at right angles to the crossing on the tracks. Russell was sitting on the right-hand side of the closed cab and I was on the left side. The windshield was clear. The rear glass of the cab was possibly slightly frosted. The right-hand glass of the door was clear. The truck was a 1934 model Reo semi-trailer and was in good mechanical condition. Three miles west of Elkpoint the road crosses the tracks and then parallels the tracks on the north. The road turns at a right angle. As I started to make the turn, I glanced out through the window, I already saw through the windshield and there was nothing coming straight ahead nor from the west. Russell was sitting on the right-hand side and was nearer the approaching train than I was. He was in a better position to see the train and I was depending on him to warn me of this train. Russell’s eyesight was normal and his hearing was alright. I *1133 asked Russell to open tbe door and look to the east to see there were no trains coming. The truck was stopped about 15 or 20 feet south of the tracks. On previous trips Russell and I took the same road and went over this same crossing. When I stopped the truck, and asked Mr. Russell to open the door and see if any trains were coming he opened the door and then said, ‘go ahead’. Russell opened the door, I looked and seen nothing. Russell closed the door and said ‘go ahead’ and we proceeded to cross the tracks. The snow was level and around 8 or 10 inches deep. Nothing of the railroad showed except the tops of the rails. The railroad track is a little above the ground along there. I couldn’t see the ties. Ms I looked down along the railroad tracks all I saw was the clear glistening tops to the rails for about 400 or 500 yards. I did not see anything approaching on those tracks from the south east. I shifted into low second and started crossing the tracks. The front end was crossing the tracks and possibly six or eight feet of the trailer was still on the tracks when I heard a whistle just scream and glanced and .saw a cloud of smoke and crash and when I came to I was on the east side of the road north of the tracks. When the train whistled it seemed it screamed right at us just the second, you might say, that it hit. I never heard anything just prior to this whistle. I didn’t hear a bell. When I stopped on the south side of the tracks the door was open and the sun was shining directly in the door of the cab. When I first saw the train when I came to it was backing up and was frosted in the rear and also what I could see of the coaches. ’ ’
“Q. What about the engine? A. You couldn’t get a * * * you hadn’t but a second to look at it at that time coming right down onto you, and it seemed as if it * * * I know the north side of it was covered with frost.”
A hypothetical question was propounded to Dr. Roost which described the weather conditions above referred to. A portion of the question reads as follows:
“Q.
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Stiger, J.
— On January 20, 1936, about 8 o’clock in the morning, Raymond Howie and George Allen Russell, plaintiff’s *1131 intestate, left the town of Merrill, Iowa, in a truck operated by Howie intending to go to Meckling, South Dakota, to get some alfalfa for their employer. They reached Elkpoint, South Dakota, about 9:30 and continued on their journey traveling in a northwesterly direction on a highway which was parallel to and south of defendants’ railroad track. About four miles west of Elk-point the highway turns north, crossing the track at right angles, and then continues on the north side of the track and parallel to it. When all but the rear portion of the truck had cleared the track at the crossing, it was struck by a train which was going in a northwesterly direction and Mr. Russell died from the injuries received. The collision occurred about 10 o’clock in the morning. The railroad track runs west out of Elkpoint in a straight line to the crossing and parallel to the highway and from the crossing where the accident occurred there is an unobstructed view of the track to the east, from which direction the train was approaching, for two miles. The jury returned a verdict for the plaintiff. Plaintiff’s intestate will be referred to as plaintiff.
One of the errors assigned by the defendants is that the court erred in refusing to direct a verdict for the defendants on the ground that the evidence conclusively shows that plaintiff’s decedent was contributorily negligent as a matter of law in failing to discover the approach of the train in time to warn the driver of the truck before the truck was driven upon the crossing because the train was in plain view when the decedent looked down the track; that if he looked down the track in the direction from which the train was approaching as he was required by law to do, he either saw the train or could have seen the train, and in either event was contributorily negligent, as a matter of law, in directing, permitting, or allowing the truck to be driven upon the railroad crossing.
In approaching a railroad crossing it is the duty of a traveler on the highway to look for trains, and to see a train if it is in plain sight, and if he goes upon a crossing in front of a train which was in plain view as he approached the crossing he is guilty of contributory negligence as a matter of law. Meier v. C. R. I. & P. Ry. Co., 224 Iowa 295, 275 N. W. 139; Cashman v. C. B. & Q. Ry. Co., 217 Iowa 469, 250 N. W. 111; Albright v. C. R. I. & P. Ry. Co., 200 Iowa 678, 205 N. W. 462 ; Sohl v. C. *1132 R. I. & P. Ry. Co., 183 Iowa 616, 167 N. W. 529; Yanaway v. C. R. I. & P. Ry. Co., 195 Iowa 86, 190 N. W. 21.
While the view of the track from, the crossing to the east was entirely unobstructed under ordinary conditions, plaintiff claims that because of atmospheric conditions and because of frost on the train, the view of the track and approaching train was materially obstructed which made the issue of plaintiff’s contributory negligence for the jury.
The ground was covered with 8 or 10 inches of snow, the temperature at the time of the accident was six degrees below zero, the sky was cloudless, and the ,sun was one-half way to its zenith. Plaintiff contends that the view of the train was obstructed for the following reasons: First, that when the car was stopped 15 feet south of the track and the occupants looked east along the track under the above atmospheric and weather conditions the vision of a man with normal eyesight would be affected; second, that the engine and train was covered with frost and thus so camouflaged and blended with the surrounding white landscape that the view of the train was materially obstructed when plaintiff looked. Plaintiff relies on the testimony of Howie and Dr. Frederick Roost to establish the above propositions. ¥e set out the following testimony given by Howie:
“When we left Sioux City, the sun was up and the light was clear and glistening frosty. The snow was between 8 and 10 inches deep. From Elkpoint we drove about three miles parallel with the railroad track and then turned at right angles to the crossing on the tracks. Russell was sitting on the right-hand side of the closed cab and I was on the left side. The windshield was clear. The rear glass of the cab was possibly slightly frosted. The right-hand glass of the door was clear. The truck was a 1934 model Reo semi-trailer and was in good mechanical condition. Three miles west of Elkpoint the road crosses the tracks and then parallels the tracks on the north. The road turns at a right angle. As I started to make the turn, I glanced out through the window, I already saw through the windshield and there was nothing coming straight ahead nor from the west. Russell was sitting on the right-hand side and was nearer the approaching train than I was. He was in a better position to see the train and I was depending on him to warn me of this train. Russell’s eyesight was normal and his hearing was alright. I *1133 asked Russell to open tbe door and look to the east to see there were no trains coming. The truck was stopped about 15 or 20 feet south of the tracks. On previous trips Russell and I took the same road and went over this same crossing. When I stopped the truck, and asked Mr. Russell to open the door and see if any trains were coming he opened the door and then said, ‘go ahead’. Russell opened the door, I looked and seen nothing. Russell closed the door and said ‘go ahead’ and we proceeded to cross the tracks. The snow was level and around 8 or 10 inches deep. Nothing of the railroad showed except the tops of the rails. The railroad track is a little above the ground along there. I couldn’t see the ties. Ms I looked down along the railroad tracks all I saw was the clear glistening tops to the rails for about 400 or 500 yards. I did not see anything approaching on those tracks from the south east. I shifted into low second and started crossing the tracks. The front end was crossing the tracks and possibly six or eight feet of the trailer was still on the tracks when I heard a whistle just scream and glanced and .saw a cloud of smoke and crash and when I came to I was on the east side of the road north of the tracks. When the train whistled it seemed it screamed right at us just the second, you might say, that it hit. I never heard anything just prior to this whistle. I didn’t hear a bell. When I stopped on the south side of the tracks the door was open and the sun was shining directly in the door of the cab. When I first saw the train when I came to it was backing up and was frosted in the rear and also what I could see of the coaches. ’ ’
“Q. What about the engine? A. You couldn’t get a * * * you hadn’t but a second to look at it at that time coming right down onto you, and it seemed as if it * * * I know the north side of it was covered with frost.”
A hypothetical question was propounded to Dr. Roost which described the weather conditions above referred to. A portion of the question reads as follows:
“Q. Assuming as I say, that it was a bright sunshiny day, and assuming that the angle of the truck was such that the rays of the sun were coming right directly through the open space where the door was open and, as I say, that the position of the sun was in the southern part of the heavens, as it was on January 20th, 1936, I will ask you to state in your opinion what *1134 effect, if any, the sunlight and other conditions which I have outlined here would have upon the vision of the driver of the truck and the man sitting on his right-hand side as they looked in a southeasterly direction for the train, along the track? A. Well, a sustained looking into the bright light reflected on snow or combined sun and snow often causes a momentary or temporary loss of vision. "
The witness further stated that the vision of a normal person would be very frequently affected to a greater or less extent under the conditions described in the question.
With reference to the train being camouflaged by frost, the witness stated:
" In camouflaging or making things invisible you, of course, judge the colors of the surrounding terrain, whether ground or trees or whatever it is. If the objects around are white I would paint it white.”
An employee of the United States Weather Bureau testified the humidity at 7 a. m. was 95% and at noon was 78%, and that if the humidity was 100% there would be precipitation in the form of rain or snow. There is no evidence that either Howie or the plaintiff looked for a sustained period into the bright light reflected on the snow or that either of them had a momentary loss of vision when they stopped the car and looked for the train. They had been driving in the bright light since 8 o’clock in the morning and it does not appear that their vision was affected by prevailing conditions during the journey to the crossing. When they looked to the east they did not look directly at the sun which was one-half way to its highest point in the sky. Howie does not claim that he was blinded by the sun or by the glare caused by the sun shining on the snow nor does he claim he suffered a momentary loss of vision, on the contrary, he states that he looked down along the railroad tracks and saw the tops of the rails for about 400 or 500 yards. If he could see the rails for a distance of 1500 feet he obviously could have seen a train at that distance. If, when Russell looked, he suffered a loss of vision, his looking was ineffectual and he would not have been exercising due care when he told Howie to “go ahead”.
Plaintiff’s theory that the sun shining on the snow and into the cab door constituted such an obstruction to the view of the *1135 oncoming train that would engender a jury question on the issue of plaintiff’s contributory negligence is not established by his evidence.
The other contention of plaintiff is that the engine and train were covered with frost to such an extent that they blended with the white right of way and surrounding country to a degree that materially affected the visibility of the train. Howie testified that the rear of the train and what he could see of the coaches were frosted and that the north side of the engine was covered with frost. Dr. Roost testified with reference to the art of camouflage that “if the objects around are white I would paint it white.”
Because of its ponderous size a train stands out in bold relief, especially on a cloudless day.
The humidity caused little frost on the truck. Howie testified : ‘ ‘ The windshield was clear. The rear glass of the cab was possibly slightly frosted. The glass of the right-hand side of the cab was almost clear. The glass on the left-hand side was also almost clear.”
Taking the view of the evidence most favorable to the plaintiff, we are of the opinion that his testimony does not show that the train was frosted to an extent -that would materially affect its visibility. The fact that certain parts of the train may have been frosted in some degree, does not establish that the train was so camouflaged with frost that its visibility was materially affected. The extent of the frost on the coaches is not shown and there is no evidence that the part of the train that plaintiff could have seen from the place where the truck stopped on the south side of the track, that is, the front of'the engine and the south side of the train, was frosted.
We reproduce Exhibit “1”, which is a photograph taken the day after the accident from a point 30 feet west of the crossing with the camera between the rails, and shows the view east of the crossing. This picture shows the unobstructed ¡view east of the crossing and that there were many objects along the right of way and in the adjacent fields such as weeds, trees, and corn stalks or other growths in the fields that were not covered with snow. The surrounding landscape was not an unrelieved, glittering white expanse of snow as pictured by the plaintiff in his argument.
*1136
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" width="968"/>
*1137 The plaintiff cites Alitz v. M. & St. L. R. Co., 196 Iowa 437, 193 N. W. 423; Upton v. Hines, 193 Iowa 385, 185 N. W. 561; Harper v. Barnard, 99 Iowa 159, 68 N. W. 599 ; Meyer v. C. R. I. & P. R. Co., 134 Iowa 722, 112 N. W. 194, and other cases. In these cases the view of the track and train was materially obstructed by unfavorable conditions such as fog, falling snow, smoke from other trains, steam, and physical structures as standing freight cars and buildings, and the court applied the familiar rule that if the view of the railroad is obstructed by any means so as to render it impossible or difficult to learn of the approach of a train the question of plaintiff’s negligence is for the jury.
The record in this case does not show that there was a material obstruction to the plaintiff’s view.
In the case of Landis v. Interurban R. R. Co., 166 Iowa 20, 147 N. W. 318, the court states [page 31 of 166 Iowa, page 324 of 147 N. W.] :
“It is well settled that, if one drives upon a railway crossing, which is a known place of danger, in front of an approaching train, the view of which is substantially unobstructed, without looking and listening, or if he looks and listens, and does not see a car which he should have seen, had he exercised reasonable care to see, or to hear, but says that he neither saw nor heard, he is guilty of contributory negligence as a matter of law.”
In the case of Sohl v. Chicago, R. I. & P. R. Co., 183 Iowa 616, 167 N. W. 529, Justice Ladd, speaking for the court, states [page 620 of 183 Iowa, page 530 of 167 N. W.]:
“* * * if he looked, [he] must have seen the approaching train. The railroad crossing was a place of danger, and he was bound to look and listen before going upon the track. Had he done so, he must have seen the approaching train; and whether he looked or failed so to do, he was equally negligent in driving in front of the rapidly approaching train, which was in plain sight. ’ ’
From the time plaintiff looked, from a distance of 15 or 20 feet from the crossing, the train, going at 50 miles an hour, traveled its distance to the crossing while Howie drove the truck in second gear on to the crossing, a distance of approximately 30 feet. There can be no doubt but that the train was in plain sight and the circumstances are such that if plaintiff had looked *1138 be could bave seen tbe train and if be did not see tbe train be looked negligently. Tbe plaintiff was guilty of contributory negligence as a matter of law and tbe court erred in overruling defendants’ motion for a directed verdict.- — Reversed.
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Cite This Page — Counsel Stack
281 N.W. 782, 225 Iowa 1129, Counsel Stack Legal Research, https://law.counselstack.com/opinion/russell-v-scandrett-iowa-1938.