Microwave Range Measuring System for Measuring the Distance of an Object

The invention relates to a microwave range measuring system for measuring the distance of an object by means of the phase difference between a transmitted frequency-modulated wave and the wave reflected by and received from the object.

The methods which are based on the principle of frequency modulation of continuously transmitted waves impose high requirements on the linearity and the variation as a function of the time of the frequency modulation, respectively, particularly when a fairly high accuracy of the range measuring values is required, because these methods operate with a phase shifter or phase modulator, the reflected and received signal being mixed with the transmitted signal. From U.S. Pat. Nos. 3,249,938 and 2,528,109 it is known to arrange such a phase shifter between the transmitter and the receiver. Possibly, the phase of an intermediate frequency oscillator can alternatively be modulated first.

From German Pat. No. 2,438,116, which was laid open to public inspection, it is further known to change the phase of an intermediate frequency signal step-wise or monotonic and by deriving the range measurement by determining the phase difference between this intermediate frequency wave and the demodulated received intermediate frequency wave.

It is an object of the invention to provide a simpler and quicker microwave measuring system without a phase shift.

According to the invention this is accomplished because the transmitted microwave signal is formed by two auxiliary signals each having a fixed frequency f.sub.u and f.sub.o, respectively, and an accurately defined frequency difference f.sub.u -f.sub.o. The signal reflected by and received from the object is converted by means of a signal converter into an intermediate frequency signal from whose total phase shifts the distance is derived.

Although it is even permissible in the novel microwave measuring system that the frequency does not change monotonously within a measuring cycle, measuring values which are accurate to a centimeter or to a millimeter can be obtained and displayed.

To determine the phase shift it is efficient to use a phase comparison stage to which the intermediate frequency signal and a signal, divided by a factor of N, of a voltage-controlled oscillator are applied and that the produced error signal controls the voltage-controlled oscillator so that the phase of the voltage-controlled oscillator is precisely the N-fold of the phase of the intermediate frequency signal.

The novel microwave measuring system is particularly suited for measuring distances of a few meters, for example for height measurements in silos, bunkers etc. as well as for depth measurements in blast furnaces.

Some embodiments are shown in the drawing, wherein:

FIG. 1 shows an implementation in schematic form,

FIG. 2 is a circuit diagram of the converter.

In the system shown in FIG. 1, a microwave signal S.sub.A of frequency f is transmitted via a transmitting antenna A and the signal reflected by an object O is received by a receiving antenna E. A signal converter U, whose construction will be described hereinafter, generates a sinusoidal intermediate frequency signal S.sub.Ei, with a phase and amplitude which are an accurate copy of the received microwave signal S.sub.E. Furthermore the signal generator St produces, a second intermediate frequency signal S.sub.Ai having the same frequency as signal SEi and a phase equal to the phase of the transmitted microwave signal S.sub.A. Of practical usage is the phase difference between S.sub.Ei and S.sub.Ai. This phase difference is equal to the phase difference between S.sub.E and S.sub.A. It is assumed that these phase differences are equal to .phi..sub.u at the lower transmitting frequency f.sub.u and equal to .phi..sub.o at the higher transmitting frequency f.sub.o. These phase differences .phi..sub.u and .phi..sub.o can be determined from the distance d to the object and the velocity of light c. .phi..sub.u and .phi..sub.o include the multiples of 2.DELTA..phi.. The phase difference is then equal to:

and .DELTA..phi., therefore, depends only on the distance and the frequency difference f.sub.o -f.sub.u, not, however, on the details of the frequency change from f.sub.o to f.sub.u. By accurately measuring .DELTA..phi., it is then possible to determine the distance d provided the frequency difference .DELTA..phi. is kept constant. The following values hold for a practical embodiment of a device: difference .DELTA.f=200 MHz, f.sub.u =10.0 GHz, f.sub.o =10.2 GHz. The intermediate frequency f.sub.i is 10 kHz.

If the microwave frequency is changed in, for example, one second from f.sub.u to f.sub.o the phase of the intermediate frequency signal S.sub.Ei changes by a certain amount .DELTA..phi., which should be measured. This is done as follows: the frequency of, for example, 10 MHz of a voltage-controlled oscillator VCO is divided by N (for example N=1000). In the phase comparison stage PH the signal of approximately 10 kHz then produced is compared with the phase of the signal S.sub.Ei.

A phase difference produces a control signal for the voltage-controlled oscillator VCO. If the distance d=zero, also .DELTA..phi.=zero and the VCO will have exactly Z=10.sup.7 cycles in one second. If, however, the distance d>o the VCO will have exactly

during the measuring period of, for example, one second or expressed in a general formula:

If the measuring period is .DELTA.t instead of 1 second, then it holds:

The number of cycles of the VCO can then be determined in a simple manner by means of a counter Z. The values for .DELTA.t, f.sub.i and N will then be chosen so that the expression .DELTA.t.multidot.f.sub.i .multidot.N, the first or the two first figures excepted, will only contain zeroes and, in addition, .DELTA.f and N will be chosen so that the expression 2/c.DELTA.f.multidot.d.multidot.N is directly calibrated in mm. This choice is always possible. For a maximum range of, for example 30 m the last 5 figures of Z give the distance in mm on the digital indicator DA.

As mentioned above a signal converter U is required which converts the received microwave signal into an intermediate frequency signal S.sub.Ai. The principle of single sideband demodulation can be used to this end. FIG. 2 shows an embodiment of such a converter.

As shown in FIG. 2 the microwave signal of the oscillator VFO is applied to a single sideband modulator SSG, which also receives an intermediate frequency signal of the frequency f.sub.i. In addition, the microwave signal is applied through a coupling device K and an isolator I to a single sideband demodulator SSD to which the reflected receiving signal is applied by way of the other input, so that the intermediate frequency signal S.sub.Ei is produced at the output thereof.

It holds for this signal converter that either the upper or the lower sideband can be used by means of a change-over. This achieves that the phase of the intermediate frequency signal S.sub.Ei is either equal to the phase .phi. of the received microwave signal S.sub.E or equal to -.phi..

This property can be used with advantage with the microwave range meter to make the measuring result insensitive to motion of the object to be measured. The Doppler effect resulting from such a motion can mainly introduce measuring errors. These errors can be suppressed to a very great extent when the number of cycles Z.sub.1 is first determined for a frequency change from f.sub.u to f.sub.o and subsequently Z.sub.2 for a frequency change from f.sub.o to f.sub.u. The sum Z.sub.1 +Z.sub.2 is then again a measure of the distance, the Doppler effect then being eliminated to a very high extent.

Also optical frequencies (infrared or visible light) can be used in an efficient manner. To this end a system as described above is first constructed, preferably in the UHF-range and subsequent thereto the HF signal is modulated on the optical carrier. The HF signal is recovered from the received optical signal by means of demodulation and further processed in a corresponding manner.