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2102231624 - Δωρεάν μεταφορικά άνω 50€ - Τιμές χωρίς ΦΠΑ
2102231624 - Δωρεάν μεταφορικά άνω 50€

Metal Hardness

How is hardness defined and which parameters must we take into account in a measurement?

Hardness is not a fundamental property of a material, but a quantity that indicates how mechanically resistant a material (test piece) is to mechanical penetration by another harder body (indenter). Precisely because it is not a fundamental quantity, different methods have been developed over the years with the aim of determining it. Initially, the selection of the method depends on the material of the specimen. Then, 1) the magnitude of the force, 2) the time for which the force will be applied to the specimen, and 3) the geometry of the indenter must be determined—parameters that are defined by the thickness of the material.

What are the methods for measuring hardness?

The methods are distinguished based on what they measure during the hardness testing of a specimen:· Measurement of the penetration depth (depth measurement method: Rockwell, Superficial Rockwell, Shore)· Measurement of the indentation area (optical measurement method:Vickers, Brinell, Knoop) caused by the indenter.· Measurement of the rebound velocity of a ball (Leeb)· With infrared radiation (UCI method)

The operating principle of the rebound hardness tester (Leeb) and the other hardness testing scales.

hardness testers using the rebound method operate in a slightly different way. Although the size of the indentation made on the specimen is related to the hardness of the material even in this case, it is measured indirectly via the energy loss of a so-called impact body.

A mass is accelerated toward the surface of the specimen and impacts it at a defined velocity. The impact creates plastic deformation on its surface, i.e., an indentation, due to which the impact body loses part of its initial velocity—or energy. It will lose more velocity when a larger indentation is created in the softer material. Technically, this measurement principle is implemented by means of an impact body that has a spherical tungsten carbide tip, which is accelerated onto the test surface by a spring force.

The velocities after and before the impact are measured indirectly. Inside the impact body there is a small permanent magnet (Figure 1) which generates an induced voltage as it passes through a coil, which is proportional to the velocity. More specifically, as the impact body moves toward the test piece, the magnet contained inside the impact body generates a signal in a coil that surrounds the guide tube. After the impact, it changes direction, causing a second signal in the coil. The instrument calculates the hardness value using the ratio of the voltages and analyzes their phases to automatically compensate for changes in the orientation of the impact body.

Vertical cross-section of the mechanism in rebound hardness testers

The inventor of this method, D. Leeb, defined his "own" hardness value, the Leeb hardness value. The Leeb hardness value, HL, is calculated from the ratio of the impact and rebound velocity and is equal to the ratio of the rebound velocity (vR) to the impact velocity (vI) multiplied by 1000. Finally, the way the velocities are calculated makes it possible to take measurements in any direction without needing to take into account a correction factor for the force of gravity.

Impact velocity (vA), rebound velocity (vB) as a function of time

We can now ask: "Who wants to measure the hardness value on the Leeb scale?" The answer is that in practice anyone who uses the rebound method to measure hardness does so for the convenience and portability of the method. However, almost no user states the Leeb hardness value HL in their specifications or test reports. Therefore, these instruments are equipped with direct conversion from the Leeb scale to the other hardness scales (HV, HB, HS, HRC, HRB, N / mm2).

Hardness measurement methods (Scales)

Rockwell C Hardness Scale

Brinell Hardness Measurement Method

Vickers Hardness Measurement Method

Shore Durometer Hardness Scale

The UCI method (Ultrasonic Contact Impedance)

As in standard Vickers or Brinell hardness tests, the question regarding the size of the test indentation in the material resulting from a specific test load also arises with the Vickers hardness test according to the UCI (Ultrasonic Contact Impedance) method. However, the diagonals of the test indentation, which must be known to determine the Vickers hardness value, are not evaluated visually as usual, but the indentation area is detected electronically by measuring the shift of an ultrasonic frequency

A UCI probe typically consists of a Vickers diamond attached to the end of a metal rod (Figure 3). This rod is excited into longitudinal vibration at approximately 70 kHz via the piezoelectric transducer.

UCI operating principle

Figure 3: (Left) The parts that make up the probe of a UCI hardness tester. (Right) The cross-section of the spring that calculates the frequency difference during the longitudinal vibration of the rod.

When the test load is applied, a shift occurs in the vibration frequency of the rod as the diamond penetrates into the material. This frequency change will be greater when the test indentation becomes larger, i.e., when the diamond penetrates deeper into a "soft" material. Accordingly, a smaller frequency shift is produced by hard test materials. In this case, the diamond penetrates slightly into the material and leaves a small indentation.

This is the secret of the UCI hardness test: that the frequency shift is proportional to the size of the indentation left by the Vickers diamond on the surface of the specimen.

The UCI hardness measuring instrument continuously monitors the frequency, performs the calculations, and instantly displays the hardness value. The frequency shift, however, also depends on Young's modulus of elasticity, which has a specific value for each material. For the practical application of the UCI method, Young's modulus must be taken into account. The instrument must be calibrated when the hardness of different materials with different Young's modulus values must be determined.

Conversion table of HB, HRC, HRB and HV values.

TABLE 1: Conversion of HB, HRC, HRB and HV values according to ASTM E140

Brinell Hardness
HB
Rockwell
HRC
Rockwell
HRB
Vickers
HV
N/mm²
       
800 72    
780 71    
760 70    
752 69    
745 68    
746 67    
735 66    
711 65    
695 64    
681 63    
658 62    
642 61    
627 60    
613 59    
601 58   746
592 57   727
572 56   694
552 55   649
534 54 120 589
513 53 119 567
504 52 118 549
486 51 118 531
469 50 117 505
468 49 117 497
456 48 116 490 1569
445 47 115 474 1520
430 46 115 458 1471
419 45 114 448 1447
415 44 114 438 1422
402 43 114 424 1390
388 42 113 406 1363
375 41 112 393 1314
373 40 111 388 1265
360 39 111 376 1236
348 38 110 361 1187
341 37 109 351 1157
331 36 109 342 1118
322 35 108 332 1089
314 34 108 320 1049
308 33 107 311 1035
300 32 107 303 1020
290 31 106 292 990
277 30 105 285 971
271 29 104 277 941
264 28 103 271 892
262 27 103 262 880
255 26 102 258 870
250 25 101 255 853
245 24 100 252 838
240 23 100 247 824
233 22 99 241 794
229 21 98 235 775
223 20 97 227 755
216 19 96 222 716
212 18 95 218 706
208 17 95 210 696
203 16 94 201 680
199 15 93 199 667
191 14 92 197 657
190 13 92 186 648
186 12 91 184 637
183 11 90 183 617
180 10 89 180 608
175 9 88 178 685
170 7 87 175 559
167 6 86 172 555
166 5 86 168 549
163 4 85 162 539
160 3 84 160 535
156 2 83 158 530
154 1 82 152 515
149   81 149 500
147   80 147 490
143   79 146 482
141   78 144 481
139   77 142 480
137   76 140 475
135   75 137 467
131   74 134 461
127   72 129 451
121   70 127 431
116   68 124 422
114   67 121 412
111   66 118 402
107   64 115 382
105   62 112 378
103   61 108 373
95   56 104
90   52 95
81   41 85
76   37 80
Brinell
HB
Rockwell
HRC
Rockwell
HRB
Vickers
HV
N/mm²
3000kg
10mm Ball
150kg
Brale
100kg
1/16" Ball
Diamond Pyramid
120kg
Tensile strength (A