City of San Antonio v. Easley
This text of 368 S.W.2d 683 (City of San Antonio v. Easley) is published on Counsel Stack Legal Research, covering Court of Appeals of Texas primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
MURRAY, Chief Justice.
This suit was instituted by Ralph V. Eas-ley against the City of San Antonio and others, seeking a permanent injunction prohibiting the City from erecting a continuous concrete median strip on Southwest Military Drive in front of a restaurant operated by him. Such a strip would prevent vehicles being operated in an easterly direction on Southwest Military Drive from turning north so that they might reach plaintiff’s place of business, as they have been accustomed to do, and would prevent traffic on Hilton Avenue moving south, from entering the south lane of this drive.
The trial was to the court without the intervention of a jury and resulted in judgment granting the permanent injunction as prayed for, from which judgment the City and other defendants have prosecuted this appeal.
We here insert a plat showing the proposed median strip and the effect it will have upon the traffic.
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MURRAY, Chief Justice.
This suit was instituted by Ralph V. Eas-ley against the City of San Antonio and others, seeking a permanent injunction prohibiting the City from erecting a continuous concrete median strip on Southwest Military Drive in front of a restaurant operated by him. Such a strip would prevent vehicles being operated in an easterly direction on Southwest Military Drive from turning north so that they might reach plaintiff’s place of business, as they have been accustomed to do, and would prevent traffic on Hilton Avenue moving south, from entering the south lane of this drive.
The trial was to the court without the intervention of a jury and resulted in judgment granting the permanent injunction as prayed for, from which judgment the City and other defendants have prosecuted this appeal.
We here insert a plat showing the proposed median strip and the effect it will have upon the traffic.
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" width="1602"/>
*685 Appellee contends that the construction of the median strip would take his property without compensation, but when analyzed the only injury he will suffer is free access to traffic traveling east on Southwest Military Drive. It can readily be seen from the undisputed facts that the construction of the proposed median strip will only prevent east-bound traffic on Southwest Military Drive from turning left directly into appel-lee’s restaurant or left into Hilton Avenue, and from leaving his restaurant and proceeding directly east on Southwest Military Drive. This may lessen the traffic which might reach his restaurant or, in any event, cause it to travel a circuitous route to reach his place of business. This is a !‘Flow of Traffic” and not an “Access” case.
As is said in 73 A.L.R.2d, p. 692, § 3:
“Regulations and regulatory devices, applicable to all traffic, such as one-way streets, stop lights, stop lines, prohibitions against certain turns, etc., which merely impose some circuity of route upon the abutter, have been universally upheld against contentions that access was impaired.”
An abutting property owner has no vested interest in the traffic that passes in front of his property. Pennysavers Oil Co. v. State, Tex.Civ.App., 334 S.W.2d 546. In State of Texas v. Baker Bros. Nursery, Tex., 366 S.W.2d 212, the Supreme Court, speaking through Justice Griffin, said:
“The Court of Civil Appeals further held that it was error for the trial court to sustain a motion made by the State in advance of the trial, which not only sought to suppress any reference by counsel to, or any evidence of, the direction of the flow of travel upon the proposed limited access highway resulting from the condemnation, but further to likewise suppress reference or evidence of any circuity of travel occasioned by such highway. This was not a case where all access to the new highway was denied, but a case where each remaining tract had access to the highway through the frontage roads alongside and parallel to the highway. Under these circumstances, there was no error by the trial court in sustaining the State’s motion to suppress.”
See also Holbrook v. State, Tex.Civ.App., 355 S.W.2d 235.
The purpose of the median strip is to aid in the regulation of traffic on both Southwest Military Drive and International Highway 35. This is a reasonable exercise of police power by the City. City of San Antonio v. Pigeonhole Parking of Texas, Inc., 158 Tex. 318, 311 S.W.2d 218, 73 A.L.R.2d 640.
Even if the evidence had shown that the City was acting arbitrarily, capriciously and unreasonably, which it does not, the appellee was not entitled to the injunction granted. Appellee’s property at most was only damaged, no part of it was actually taken. Equity will not enjoin the damaging of private property for public purposes. Koslosky v. Tex. Elec. Serv. Co., Tex.Civ.App., 213 S.W.2d 853; Webb v. Dameron, Tex.Civ.App., 219 S.W.2d 581.
There is no “taking” in the constitutional sense in the absence of a physical appropriation. Fort Worth Imp. Dist. No. 1 v. City of Fort Worth, 106 Tex. 148, 158 S.W. 164, 48 L.R.A..N.S., 994; McCammon & Lang Lumber Co. v. Trinity & B. V. R. Co., 104 Tex. 8, 133 S.W. 247, 36 L.R.A.,N.S., 662; Dallas Hunting & Fishing Club v. Dallas County Bois D’Arc Island Levee Dist., Tex.Civ.App., 235 S.W. 607. The most that appellee would be entitled to would be the right to maintain a cause of action for damages.
The judgment of the trial court is reversed and judgment here rendered that ap-pellee take nothing and pay all costs.
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Cite This Page — Counsel Stack
368 S.W.2d 683, 1963 Tex. App. LEXIS 2349, Counsel Stack Legal Research, https://law.counselstack.com/opinion/city-of-san-antonio-v-easley-texapp-1963.