The present invention relates to control of operation of movable security barriers and more particularly to optimizing the speed with which such barriers open and close.
The speed with which a security gate can safely open and close is dependent on the length and mass of the gate. The safe speed is inversely proportional to the length and mass of the gate. A swinging gate eight feet in length and of moderate mass can safely open and close in eight seconds. However, a gate 16 feet in length can only safety open and close in 13 seconds or more. To attempt to force a gate to open or close at speed faster than the safe speed subjects it to stress and forces that could damage the gate or injure those in the vicinity of the gate.
One of the disadvantages of a movable security gate or barrier is that every time one has to pass through it they have to wait for it to open or close. Additionally, having to go through a security gate or barrier numerous times during a short time period such as during anyone day can be tedious and frustrating since one has to stop and wait for the gate to open or close. Attempts to speed up movement of the gate can result in a dangerous situation if the gate is moving too fast. As noted above excessive speed of movement of the gate can put stress on the gate and cause it to malfunction or break. Also, excessive speed of movement for a gate can create dangerous situations that can cause injury to those in the vicinity of the gate or passing through the opening the gate covers.
In the past to avoid a security gate installation that had a gate that might be operating at an excessive speed security gate manufactures often produced gate controllers that limited the speed a gate attached to the controller to the Lowest common denominator. The lowest common denominator being the speed a gate 16 feet in Length might be able to open at. If the controller was installed with a gate 16 feet in length it was operating the gate at its maximum safe speed. However, if the controller was installed at a location with an eight feet the gate would not be operating at its optimal speed. One alternative has been to allow the speed to be adjusted upon installation of the controller with the security gate. However, this relied on the judgment of the dealer installing the system or the owner of the system. In such situations it has been found that they all tend to set the speed of movement of the gate at an excessive speed that tends to cause damage to the gate and injury to those using the system. This in turn has naturally resulted in product liability claims and other problems. Thus, to avoid these problems most security gate manufactures preset the speed the controller will operate at to one that will be safe for the intended installation or to the slowest safe speed.
Thus, what is needed is a system and method that will allow for the setting of the optimal safe speed for a security gate to operate at. Such a system and method should be fail safe and allow of the automatic setting of the fastest safe speed the particular gate the controller is being installed at can operate at.
It is an objective of the present invention to provide a system and method that allows the setting of a safe speed for a gate to operate at while still operating at its optimal fastest speed. It is an additional objective to provide a system that is tamper proof, and can sense the size of the gate and set the appropriate speed of operation, based on various preset criterion.
The present invention accomplishes these and other objectives by providing a barrier movement control apparatus, the apparatus that has: a) an ultrasonic measurement device positioned to measure a length of a barrier; b) an analysis unit to determine various characteristics of the barrier in communicative connection with the ultrasonic measurement device which generates a state signal based on information obtained from the ultrasonic measurement unit; and c) a barrier control unit responsive to a state signal from the analysis unit which controls the barrier operational characteristics based on the state signal.
In an additional aspect of the present invention ultrasonic measurement device can be selected from a group of: a master and slave unit positioned for measurement of the length of the barrier; a transceiver reflector unit positioned for measurement of the length of the barrier; or a transmitter unit, reflector unit and sensor unit positioned for measurement of the length of the barrier.
The invention will be better understood by an examination of the following description, together with the accompanying drawings, in which:
The present invention provides a method and apparatus that sets the optimal operational speed of a security gate or barrier, by providing a system that upon installation determines the length and if necessary the mass of the gate. Length of the gate is determined by use of ultrasonic based measuring devices to be discussed in detail below. Mass can be determined in a variety of different ways. Some of the systems and methods that can be used to determine mass are disclosed in co-pending patent applications owned by the applicant herein with Ser. Nos. 10/280,523 and 10/280,524 filed on Oct. 24, 2002, which applications are incorporated herein by reference as if set forth herein at length.
The system includes a method of calculating an optimal speed graph 21 as depicted in
Speed=M*L+K (w/o mass)
Speed=M L W+K (With Mass [W])
The system based on the above equation then calculates a speed graph as depicted in
For example, in one setup, the system could be calibrated so that a gate eight feet long, would optimally move between the open and closed position in eight seconds, and optimally, a gate twenty feet long would move between the open and closed positions in thirteen seconds. Based on the set values for an 8 foot and 20 foot gate, the mathematical formula for a straight line can be calculated as depicted in
Since we are working with an equation for a straight line, i.e. Y=MX+B the value for B such as an offset would have to be calculated, and that would be as follows:
B=offset=−(M·length @8 sec−8 sec)=4.672
The above formula would have two constants proportionality to M in seconds per feet and an offset term of B in seconds. The values of M and B will be determined by the maximum and minimum desired speed of operation for maximum and minimum length of the gate. A CPU would then be able to calculate the speed as indicated in the flowchart
The system and method of the present invention uses ultrasonic or ultrasound transmissions to measure the length of a gate. Ultrasonic or ultrasound, as is well known in the art, are sound wave transmissions beyond the range of the human hearing. Such sound transmissions are greater than 20,000 Hz. Ultrasound or ultrasonic transmissions offer a number of advantages in that they are not substantially affected by weather, visibility and can be made benign with respect to human contact. Additionally, they offer a very precise measurement tool. A detailed description of ultrasonic or ultrasound transmitters, transceivers or reflective medium is not included herein since these are well known in the art.
Another method for calculating the optimal speed for opening and closing the gate based on its length which uses a straight line approximation as used above is as follows:
Given the formula: Y=M*X+B for a straight line equation
Where Y=calculated point
And M=(Ymax−Ymin)/(Xmax−Xmin)
Given Y=min and max time (or alternatively torque, motor speed, etc.)
And X=min and max length of gate (or alternatively mass * length)
And B=Ymax−M*Xmax
The optimal speed can be calculated between the minimum and maximum speeds once the length of the gate is known. If the equation's X component is written for length and mass, then mass is determined and multiplied by the length. For this example, we will just use length and enter Y as time in seconds.
Given: Ymax=15 seconds for gate length Xmax of 20 feet and Ymin=8 seconds for gate length Xmin of 6 feet.
M=(15−8)/(20−6)=7/14=0.5
B=15−(0.5*20)=15−10=5
If the gate length X is determined to be 12 feet, then the optimal speed Y=0.5*12+5 is calculated to be 11 seconds. Keep in mind that Y is not restricted to time in seconds but could be calculated to produce desired torque or motor speed or any other value that will accomplish the optimal time to open or close the gate.
A software example in psuedo code is provided:
While the invention has been particularly shown and described with reference to a preferred embodiment thereof, it will be understood by those skilled in the art that various changes in form and detail may be made to it without departing from the spirit and scope of the invention.
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