4.1 monitoring purpose
In order to ensure the safe production of the working face, microseismic monitoring technology is applied to predict the rock burst in the coal mining near-fault area. Quantitatively reflect the impact hazard status and hazard level of coal mining adjacent fault areas from time sequence and space, explain the mine geological conditions and mining activities in the mining area affect the activity law of the fault, the mining intensity and mining layout of different mining areas and the coal mine geological area. Changes also affect the regular changes of faults. Underground monitoring of the F16 fault was carried out to grasp the changes of displacement and stress of the F16 fault during the mining process, and to provide basic data for the prevention and mitigation of ground pressure in the 13200 working face of Gengcun Coal Mine and the southern connecting face.
Based on microseismic monitoring, the law of fault activation was analyzed, and it was found that most of the microseismic events occurred near each fault. Now the specific appearance is basically consistent with this precursory phenomenon. By continuously summarizing and summarizing the fault law, the rock burst in the adjacent fault area of coal mining can be accurately predicted.
4.2 monitoring scheme
(1) In the first survey area, construct a monitoring hole to the Triassic hard roof, and quantitatively measure the variation of tension and displacement at the coal-rock interface. Figure 5 shows the construction model of the first surveying area of the 13200 working face.
(2) 4 test drill holes are arranged along the strike in the first survey area, marked as A, B, C, and D respectively. A and B measuring holes are arranged in the same form, which are used for the determination of the active tension of the fault; The C and D measuring holes are used to measure the active displacement of the fault. The C measuring hole "test group" passes through the coal-rock interface and is fixed in the rock layer; the D measuring hole "test group" is fixed in the coal seam near the coal-rock interface., the test group is required to be fixed with a sealing bag at a distance of 6 m from the bottom of the hole. The layout of the measuring holes is shown in Fig. 6.
(3) The distance from the roadway to the coal-rock interface is 20 m, the elevation angle of the measuring hole is 36°, as shown in Fig. 7, and the ruler is arranged;
(4) Set baffles and sealing bags at a position 6 m away from the hole bottom. To prevent liquid leakage, wrap the outer end of the sealing tape with a layer of cotton cloth; Pour grout into the baffle to fix the "test group";
(5) After the installation of the tensile test group is completed, curing is not less than 72 hours. Use the puller to test whether the anchor cable meets the requirements, and install the anchor cable lock; An anchor cable dynamometer is installed at the outer end of the anchor cable to measure the tension change after the coal-rock interface moves.
(6) In the displacement test measuring hole, after the grouting is completed, the outermost end of the measuring pipe is marked with a scale to measure the displacement change after the coal-rock interface moves.
(7) The overall construction effect of tensile force monitoring is shown in Fig. 8, and the overall construction effect of displacement monitoring is shown in Fig. 9.
Force measuring point A starts monitoring at 10:00 on January 25, 2021, with a reading of 6.30 kN, By the end of monitoring at 10:26 on April 1, 2021, the reading was 65.30 kN. When dynamometer A is damaged, this point is 10.2 m away from the working surface at the end of monitoring. Tensile force measurement point B started monitoring at 10:00 on January 25, 2021, with a reading of 5.80 kN, and ended at 12:00 on March 21, 2021, with a reading of 105.96 kN. When dynamometer B is damaged, this point is 21.2 m away from the working surface at the end of monitoring.
Displacement measuring points C and D start counting from January 26, 2021, and end on March 21, 2021; Work face ranging was conducted on January 26, February 29, March 2, and March 5, 2021. On March 21, 2021, due to the maintenance of the roadway of the 13200 working face, the displacement test point measuring tube was damaged.
4.3 result analysis
(1) Monitoring tension and stress data analysis.
The tensile force monitoring period from point A is from January 26 to April 5, 2021. The tensile force value increased from the initial value of 6.3 kN to 65.3 kN, an increase of 59 kN, which was 10.4 times higher than the initial value. The overall growth trend was stable. During the period, the working face 37 m advanced.
The tensile force monitoring period from point B is from January 26 to March 8, 2021. The tensile force value increased from the initial value of 5.8 kN to 105.96 kN, an increase of 100.16 kN, an increase of 17.3 times compared with the initial value, and the growth rate was large. During the period, the working face advanced 27 m.
Comparing the readings of the two stress measuring points, the tensile force growth of measuring point A is relatively stable, the amplitude is small, and the growth rate is small. The tensile force of measuring point B increases incoherently and intermittently, but the growth rate is large, and the tensile force increases rapidly. There is a difference in the increase and change trend of the tensile force value between the measuring point A and the measuring point B, which is caused by the difference in the hole depth of the measuring hole and the uneven distribution of lithology. The relationship between monitoring point tension and working face distance is shown in Fig. 10.
The conversion between the tension value and the stress value of the monitoring point, according to the "Coal Industry Standard of the People's Republic of China" (MT/T 942–2005), the conversion relationship between the tension and stress of the anchor cable is shown in formula (4 − 1):
\({R_0}={\eta _0}.n.{S_n}.{R_m}\) (4 − 1)
In the formula: R0 is the maximum force of the mine anchor cable, N; η0 is the efficiency coefficient of the machine anchor (take 0.95); n is the number of steel strands; Sn is the reference cross-sectional area of a single steel strand, mm2; Rm is the steel Stranded tensile strength, MPa.
Calculated from formula (4 − 1):
Anchor cable stress (Rm) = 2.86 × anchor cable tension (R0),
Or expressed as: anchor cable tension (R0) = 0.35 × anchor cable stress (Rm), the variation of anchor cable tension and stress with the working surface distance is shown in Fig. 11, see Table 2.
Table 2
Variation of anchor cable tension and stress with working face distance
Measuring point No.
|
Tension variation /kN
|
Stress variation /MPa
|
Working face distance /m
|
Monitoring time
|
A
|
6.30—65.30
|
18.00—186.76
|
55.20—10.20
|
1.25—4.5
|
B
|
5.80—105.96
|
16.59—303.05
|
45.00—20.00
|
1.25—3.8
|
It can be seen from Fig. 11 that with the advancement of the working face, the distance between the working face and the measuring point A and measuring point B gradually becomes smaller, and the tensile force shows an obvious linear increase. The fitting function obtained by data fitting is as follows:
Measuring point A:
\({F_A}=1.2421{x_A}+72.73,{R^2}=0.9776\) (4 − 2)
Measuring point B:
\({F_B}=4.7256{x_B}+195.96,{R^2}=0.9819\) (4 − 3)
It can be seen from Fig. 12 that with the advancement of the working face, the distance between the working face and the measuring point A and measuring point B gradually decreases, and the stress shows a significant linear increase. The fitting function obtained by data fitting is as follows:
\({P_A}=3.4992{x_A}+206.58,{R^2}=0.9743\) (4–4)
Measuring point B:
\({P_B}=11.12{x_B}+491.52,{R^2}=0.93\) (4–5)
According to formula (4 − 2) and formula (4 − 3), every time the working face is advanced by 1 m, the tension of the anchor cable at the measuring point A increases by 1.24 kN, and the stress of the anchor cable increases by 3.50 MPa.
It can be obtained from equations (4–4) and (4–5) that for every 1 m advance of the working face, the anchor cable tension at measuring point B increases by 4.73 kN, and the anchor cable stress increases by 11.12 MPa.
(2) Monitoring displacement and delamination data analysis
The displacement monitoring period is from January 26 to March 7, 2021, during which the working face has advanced 27 m.The anchoring end of the measuring pipe at measuring point C is in the rock formation of the upper wall of F16, and the anchoring end of the measuring pipe at measuring point D is in the coal seam of the lower wall of F16. The variation of the displacement of the measuring point with the distance of the working surface is shown in Table 3.
Table 3
Variation of measuring point displacement with working face distance
Measuring point No.
|
Initial reading /mm
|
Final reading /mm
|
Working face distance /m
|
Monitoring time
|
C
|
1625
|
1395
|
45.00ཞ19.60
|
1.26ཞ3.7
|
D
|
1230
|
1100
|
52.20ཞ26.80
|
1.26ཞ3.7
|
During the monitoring period, the measurement tube reading of measuring point C changed from 1625 mm to 1395 mm, and the displacement was 230 mm, and the measurement tube reading of measuring point D changed from 1230 mm to 1100 mm, and the displacement was 130 mm. The displacement change of the upper and lower disks of F16 during the monitoring period is calculated to be 100 mm. That is, under the influence of mining, the F16 fault produced a separation of 100 mm during the monitoring period. With the advancement of the working face, the distance between the working face and the displacement measuring points C and D gradually decreases, and the displacement increases linearly. During the monitoring period, the displacement variation of the upper and lower plates of F16 (amount of separation of layers) was 100 mm, and when the working face was 40 m away from the monitoring point, the displacement of the monitoring point increased significantly; When the working face is advanced by 1 m, the monitoring displacement increases by 5.3–8.5 mm. It shows that the mining of the working face caused the activity of the F16 fault, the displacement of the measuring point increased, and the upper and lower walls of the F16 were separated. The relationship between the displacement of the monitoring point and the distance between the monitoring point and the working surface is shown in Fig. 12.
In order to find out the impact of high-energy microseismic events on the displacement and stress measurement points, the high-energy microseismic events monitored near the 13200 working face of the Gengcun Coal Mine around February 9 and March 7 were checked. The details are shown on the Table4、5、6、7.
Table 4
microseismic data (February 9)
Date
|
Time
|
Energy /J
|
2021/2/9
|
8:18:29
|
3000
|
2021/2/9
|
8:31:20
|
140000
|
2021/2/9
|
8:46:36
|
3000
|
2021/2/9
|
9:33:45
|
7100000
|
2021/2/9
|
10:22:03
|
1500
|
Table 5
microseismic data (March 7)
Date
|
Time
|
Energy /J
|
2021/3/7
|
8:33:24
|
1600
|
2021/3/7
|
8:41:55
|
55000
|
2021/3/7
|
8:41:59
|
1200000
|
2021/3/7
|
8:52:37
|
740
|
2021/3/7
|
9:28:35
|
280
|
2021/3/7
|
9:07:57
|
5400
|
Table 6
stress changes of measuring points a and B on February 9
Measuring point No
|
Monitoring time
|
Tension variation /kN
|
Stress variation /MPa
|
A
|
8:00–10:00
|
3.58
|
10.239
|
B
|
10:00–12:00
|
3.32
|
9.495
|
Table 7
stress changes of measuring points a and B on March 7
Measuring point No
|
Monitoring time
|
Tension variation /kN
|
Stress variation /MPa
|
A
|
8:00–10:00
|
3.61
|
10.325
|
B
|
8:00–10:000
|
3.42
|
9.781
|
It can be seen from the tensile force monitoring data that the tensile force data of measuring point A was 14.35 KN at 8:00 am on February 9th, and the tensile force data was 17.93 KN at 10:00 am, and the tensile force increased by 3.58 KN within two hours. According to the formula :
Anchor cable stress (RM) = 2.86 × Anchor cable tension (R0) (4–6)
It can be seen that the stress has changed by 2.86 × 3.58 = 10.2388 MPa. The measuring point B was at 10:00 am on February 9, the tensile force data was 21.85 KN, and at 12:00 am, the tensile force data was 25.17 KN, and the tensile force increased within two hours. 3.32 KN, the stress change is 2.86 × 3.32 = 9.4952 MPa.
Measuring point A was at 8:00 am on March 7th, the tensile force data was 29.79 KN, and at 10:00 am, the tensile force data was 33.4 KN, an increase of 3.61 KN in two hours, According to formula (4–6), it can be known that the stress has changed by 2.86 × 3.61 = 10.3246 MPa, The tensile force data of measuring point B at 8:00 am on March 7 is 101.07 KN, and the tensile force data of 10:00 am is 104.49 KN, an increase of 3.42 KN in two hours, and the stress change is 2.86 × 3.42 = 9.7812 MPa.
The displacement change curve is shown in Fig. 13. From January 26 to February 3, the displacement increased smoothly, with a total increase of 5 mm. rom February 9 to February 11, the displacement increased sharply, increased by 25 mm, and the displacement increased by 100%. The sharp increase in the displacement in a short period of time indicated that the energy in the coal rock increased instantaneously, From February 9 to March 7, the displacement increments flattened again, increasing by 5 mm, and from March 7 to March 9, the displacement increased sharply again, increasing by 16 mm, from March 9 By March 21, the displacement increments continued to be gentle, with increments of 5 mm, and on March 21, the monitoring equipment was damaged and data recording stopped.
In the figure above, the displacement increased slowly from January 26 to February 3, indicating that the elastic potential energy in coal and rock at this time was in the accumulation stage, which belonged to the gestation process of rock burst. From February 9 to 2. There were two sharp increases on March 11 and from March 7 to March 9, the increase was 25 mm and 16 mm, and the increase was 100%. The sharp increase in the displacement in a short period of time represents an instantaneous increase in the energy inside the coal and rock mass, indicating that the occurrence of a large-energy microseismic event has imposed a shock wave source on the surrounding rock, and the energy is transmitted to the stressed coal mass to apply a load, and the released energy is transmitted to the coal pillar. The instantaneous stress increment becomes larger, and the performance reflected on the sensor is that the amplitude of the tensile force value of the measuring point increases, that is, a high-energy microseism occurs.
(3) Verification of coal-rock power system
The occurrence of rockburst arises from the fact that the difference between the energy released by the failure of coal and rock mass and the energy consumed reaches or exceeds a certain critical value. Different energy differences lead to different degrees of dynamic manifestation of rock burst, and energy differences depend on the relative spatial relationship between mining engineering and coal-rock dynamic system. In order to better describe the relationship between the coal-rock dynamic system and the rockburst appearance, a “relationship model between the coal-rock dynamic system and the rockburst” was constructed, as shown in Fig. 14.
According to the characteristics of energy accumulation degree and influence range, the coal rock power system can be divided into "power core area", "failure area", "damage area" and "influence area". The three areas of " power core area", " failure area" and "damage area" will have the danger of rock bursts of different degrees and forms of damage. According to the intensity of rockburst, rock bursts can be divided into coal cannon (no impact), dumping or extrusion (weak impact), rock burst (moderate impact) and severe rock burst (strong impact), etc. levels. When the excavation project enters the "influenced area", the power is mainly manifested in the form of "coal cannon"; when the excavation project enters the " damage area ", the power is mainly manifested in the form of "extrusion and dumping"; when the excavation project enters the " failure area ", the dynamic force appears as "bursting ground pressure"; When the excavation project enters the " power core area", "strong shock ground pressure" will be generated. Therefore, it is of great significance to study the structure of the coal-rock dynamic system and determine the calculation method of each regional scale for the targeted prevention and control of mine rock burst.
According to the dynamic analysis software of coal-rock dynamic system, when the elastic modulus is 7.64×108 Pa and the energy is 7.1×106 J, the dynamic core radius can be calculated as 3.38 m, according to the area formula πR2 The output area is 35.87m2. When the elastic modulus is 7.64×108 Pa and the energy is 1.2×106 J, the dynamic core radius can be calculated to be 1.87 m, and the area can be calculated to be 10.98 m2 according to the area formula (4–7).The values of parameters in coal rock dynamic system are shown in Table 8.
S = πR2 (4–7)
S: the area of the circle in the dynamic nucleus
R: the radius of the circle in the dynamic nucleus
Table 8
values of parameters in coal rock power system
Serial number
|
Elastic modulus /Pa
|
Energy /J
|
Radius /m
|
Area /m2
|
1
|
7.64×108
|
7.1×106
|
3.38
|
35.87
|
2
|
7.64×108
|
1.2×106
|
1.87
|
10.98
|
A mathematical relationship is established between the stress of coal and rock mass, the displacement monitored to move, and the area of the "dynamic core area" in the coal-rock dynamic system. After integration, the energy released by coal and rock mass can be obtained [30,31], and the following formula is obtained:
E=∭σ Δx s (4-8)
σ: Stress of coal and rock mass
Δx: Displacement under stress
s: Area of "power core" in coal rock power system
E: Energy in coal and rock mass
Substituting the data in the above table into formula (4–8), it can be concluded that the stress at point A on February 9 is 10.24 MPa, the displacement increment is 25 mm, the dynamic core area is 35.87 m2, and the energy is 9.18×106 J. On February 9, the stress at point B was 9.5 MPa, the displacement increment was 25 mm, the dynamic core area was 35.87 m2, and the energy was 8.52×106 J. On March 7, the stress at point A was 10.33 MPa, the displacement increment was 16 mm, the dynamic core area was 10.98 m2, and the energy was 1.82×106 J. On March 7, the stress at point B was 9.78 MPa, the displacement increment was 16 mm, the dynamic core area was 10.98 m2, and the energy was 1.72×106 J.A. The energy values monitored at two points B are shown in Table 9.
Table 9
energy values monitored at points a and B
time
|
σ/MPa
|
Δx/mm
|
s/m2
|
E/J
|
point a
February 9,
|
10.24
|
25
|
35.87
|
9.18×106
|
point b
February 9,
|
9.50
|
25
|
35.87
|
8.52×106
|
Point a, March 7
|
10.33
|
16
|
10.98
|
1.82×106
|
Point b, March 7
|
9.78
|
16
|
10.98
|
1.72×106
|
Through the monitoring results of stress, displacement and area, we can know the energy changes of the two monitoring points A and B on February 9 and March 7, and then verify with the energy value in the "coal-rock dynamic system". are nearly equal, so the calculated energy conforms to the energy law of the "coal-rock dynamic system", From this, it can be concluded that the "Coal Rock Dynamic System Analysis" software can verify the influence of stress and displacement on energy.