Deprecated: The each() function is deprecated. This message will be suppressed on further calls in /home/zhenxiangba/zhenxiangba.com/public_html/phproxy-improved-master/index.php on line 456
JP3683090B2 - Prediction method of ground vibration due to blasting and blasting method - Google Patents
[go: Go Back, main page]

JP3683090B2 - Prediction method of ground vibration due to blasting and blasting method - Google Patents

Prediction method of ground vibration due to blasting and blasting method Download PDF

Info

Publication number
JP3683090B2
JP3683090B2 JP35481697A JP35481697A JP3683090B2 JP 3683090 B2 JP3683090 B2 JP 3683090B2 JP 35481697 A JP35481697 A JP 35481697A JP 35481697 A JP35481697 A JP 35481697A JP 3683090 B2 JP3683090 B2 JP 3683090B2
Authority
JP
Japan
Prior art keywords
blasting
ground vibration
test
blast
vibration
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Expired - Fee Related
Application number
JP35481697A
Other languages
Japanese (ja)
Other versions
JPH11181753A (en
Inventor
健吉 森山
修一 辻野
興 河野
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Sato Kogyo Co Ltd
Original Assignee
Sato Kogyo Co Ltd
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Sato Kogyo Co Ltd filed Critical Sato Kogyo Co Ltd
Priority to JP35481697A priority Critical patent/JP3683090B2/en
Publication of JPH11181753A publication Critical patent/JPH11181753A/en
Application granted granted Critical
Publication of JP3683090B2 publication Critical patent/JP3683090B2/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

Links

Images

Landscapes

  • Investigation Of Foundation Soil And Reinforcement Of Foundation Soil By Compacting Or Drainage (AREA)
  • Geophysics And Detection Of Objects (AREA)

Description

【0001】
【発明の属する技術分野】
本発明は、発破による地盤振動の予測方法および発破方法に関し、さらに詳しくは、地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動の予測方法、および地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を任意のものとできる発破方法に関する。
【0002】
【従来の技術】
発破による緩い砂地盤の締め固めに関しては、従来より、ヨーロッパや北米を中心にして数々の施工例がある。本発明者らは、かかる発破による締め固め方法を、例えば埋立地や造成地等の軟弱地盤に適用することについて検討していた。
【0003】
【発明が解決しようとする課題】
しかし、発破による地盤振動は、数百m以上に渡って伝搬し、近接する建物や構造物に影響を及ぼしたり、現場周辺に住宅がある場合には住民に不快感を感じさせたりすることが問題であった。特に軟弱地盤の地盤振動では、表面波が減衰しにくいことに留意する必要があった。
【0004】
すなわち、地盤に多数の発破孔を削孔し、これら発破孔にそれぞれ爆薬を設置したり、一つの発破孔内に複数の爆薬をそれぞれ異なる深度で設置したりした場合、これらの爆薬を同時に起爆すると必要以上に大きな振動が発生するため、各爆薬を時間をずらして起爆することにより複数回の発破を行うのが望ましい。しかるに、複数回の発破を多少の時間差をもたせて行ったとしても、表面波は減衰しにくいため、ある段階における振動が残存している場合、その残存振動が次段階以降の発破による振動と干渉を生ずることにより予想以上に大きな振動が発生する場合がある。一方、地盤振動に干渉を生じないように複数回の発破を行うこともできるが、その場合、発破間の時間間隔が長くなりすぎ、作業が長期化するのを避けえない。
【0005】
したがって、地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を予測することができれば、過大な振動を未然に防ぐことができ便利である。また、そのような地盤振動を抑制することができれば、その方がさらに望ましい。
【0006】
そこで、本発明の主たる課題は、地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を予測可能とすること、および地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を任意のものとできるようにすることにある。
【0007】
【課題を解決するための手段】
上記課題を解決した本発明の発破による地盤振動の予測方法は、1回の発破を行う第1の試験発破を実施し、その際の地盤振動を実測する、第1の試験発破実測工程と、
前記第1の試験発破実測工程の後に、前記第1の試験発破による地盤振動の実測結果に基づいて、地盤振動に干渉を生ずるように複数回の発破を行う第2の試験発破を実施した場合の地盤振動を予測する、第2の試験発破予測工程と、
前記第1の試験発破実測工程の後に、前記第2の試験発破を実施し、その際の地盤振動を実測する、第2の試験発破実測工程と、
前記第1の試験発破実測工程の後に、前記第1の試験発破による地盤振動の実測結果に基づいて、地盤振動に干渉を生ずるような時間差をもって前記第2の試験発破よりも多い回数の発破を行う本発破を実施した場合の地盤振動を予測する本発破予測工程と、
前記第2の試験発破予測工程および第2の試験発破実測工程の両方を実施した後に、前記第2の試験発破による地盤振動の実測結果と、前記第2の試験発破による地盤振動の予測結果との比較に基づいて補正係数を算出する、補正係数算出工程と、
前記本発破予測工程および補正係数算出工程の両方を実施した後に、前記本発破を行った場合の地盤振動の予測結果に補正係数を乗じて、予測結果を補正する工程と、
を実施し、補正された本発破の地盤振動の予測結果を得ることを特徴とするものである。
【0008】
一方、本発明に係る発破方法は、上記本発明の地盤振動の予測方法を用い、前記本発破における時間差を仮定して地盤振動を予測し、この予測結果が任意の地盤振動となるような各発破間の時間差を定め、この各時間差をもって前記本発破を行うことを特徴とするものである。
【0009】
<作用>
本発明においては、地盤振動の実測結果に基づいて予測を行うため、地盤構造の影響を受けない高精度な予測が可能である。一方、本発明の発破方法では、各発破による地盤振動の干渉により任意の地盤振動が生ずるような発破間の時間差を定め、この時間差に基づいて複数回の発破を行うため、その結果生ずる地盤振動が任意のものとなる。
【0010】
尚、本発明にいう「1回の発破」には、1つの爆薬による発破の他、複数の爆薬を同時に起爆する発破も含まれる。したがい、かかる1回の発破を、時間をずらして複数回実施するのが本発明にいう「複数回の発破」である。この「複数回の発破」には、各発破間の各時間差が各々異なるものも含む。
【0011】
【発明の実施の形態】
以下、先ず比較例について説明し、次に比較例との対比のもとで本発明の実施の形態について詳述する。
<比較形態>
図1は、地盤振動予測方法の比較形態、すなわち、発破による地盤振動の実測結果に基づいて、地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を予測する方法を示している。尚、一つの発破孔内の複数位置にそれぞれ装薬する場合であっても、複数の装薬孔の各々に装薬する場合であっても同じである。
【0012】
より具体的には、先ず、対象地盤において1回の発破を行い(以下、試験発破という)、その際の地盤振動を実測する。この試験発破は、例えば試験発破の発破孔を後述する本発破の発破孔近傍に設けるとともに、この孔内の適宜の位置に適宜の量の爆薬を装薬して行う。この装薬量および装薬深度は、後述の本発破で実施予定の複数回の発破のうちの、いずれか1つに合わせるのが好ましい。また、地盤振動の実測においては、例えば地盤の上下方向速度の経時変化を、地盤上の所望の位置に設置した3成分速度計等により測定する。
【0013】
次に、この試験発破に基づいて、地盤振動に干渉を生ずるように複数回の発破を行った場合(以下、本発破という)の地盤振動を予測する。この予測のために、先ず、本発破において各発破により生ずる個々の地盤振動をそれぞれ予測する。この各地盤振動の予測は、試験発破において実測した地盤振動と、地盤振動および装薬量間の関係(例;比例関係)とに基づいて行うことができる。尚、前述のように試験発破の装薬量および装薬深度を、本発破で実施予定の複数回の発破のうちのいずれか1つに合わせた場合には、これを予測結果として援用するとともに、これを除く他の発破について各発破による各地盤振動をそれぞれ予測することができる。しかる後、各発破間の時間差を考慮して各発破による各地盤振動を合成することにより、本発破による地盤振動の予測結果を得る。
【0014】
以下では、装薬量2kgの発破および装薬量3kgの発破を地盤振動に干渉を生ずるように連続して行う本発破において生ずる地盤振動を、上記基本例に従って予測した例を示す。
【0015】
図2は、試験発破の地盤振動実測例を示しており、縦軸に地表面の上下動速度をとり横軸に時間をとってグラフ化したもの(以下、振動波形という)である。
【0016】
この試験発破の装薬量は3kgである。また、地盤の上下動速度は、試験発破孔から略水平方向に90m離れた地点での地盤振動を3成分速度計により測定した結果から得たものである。尚、図2の振動波形において上下動速度の最大値は、0.517cm/秒である。
【0017】
次に、図3は、この試験発破の実測結果に基づいて、装薬量2kgの発破により生ずる振動波形を予測した結果について、0.50秒遅らせた波形を示している。
【0018】
そして、これら装薬量2kgの発破による地盤振動の実測波形と装薬量3kgの発破による地盤振動の予測波形とを任意の時間差で合成することにより、その任意時間差で本発破を行った場合の振動波形(合成波形)を得る。図4は、装薬量3kgの発破を行い、続いて装薬量2kgの発破を0.34秒だけ遅らせて行った場合に生ずる振動波形の予測結果を示している。これより、本発破における発破間の時間差が0.34秒の場合、地盤の上下動速度の最大値は0.870cm/秒となることが予測される。一方、図5は、装薬量3kgの発破を行い、続いて装薬量2kgの発破を0.50秒だけ遅らせて行った場合に生ずる振動波形の予測結果を示している。これより、本発破における発破間の時間差が0.50秒の場合、地盤の上下動速度の最大値は0.696cm/秒となることが予測される。この時間差0.50秒の場合に生ずる振動波形の実測結果を図6に示す。この図6に示す実測波形は、図5に示す予測波形と良く一致しており、高精度な予測が可能であることが判る。
【0019】
<本発明の実施形態>
上記比較形態では、各発破の設置位置の相違や地質による影響(振動の減衰等)を無視しているため、その影響が大きい場合には高精度な予測は望めない。そこで、より高い予測精度を要求する場合には、図7に示す本発明の実施形態を採用するのが望ましい。
【0020】
この実施形態のポイントは、試験発破の実測結果に基づく振動予測を、当該予測と同条件の他の試験発破の実測結果に照らして補正係数を求め、本発破の予測をこの補正係数により補正することにある。すなわち、第1の試験発破として1回の発破による地盤振動を実測する。次に、この第1の発破の実測結果に基づいて試験発破の地盤振動に干渉を生ずるように2回の発破(以下、第2の試験発破ともいう)を行った場合の地盤振動を予測し、さらに、この第2の試験発破を行いその際の地盤振動を実測する。これらの結果より、第2の試験発破に関する地盤振動の実測結果と予測結果とを比較し、補正係数を求める。しかる後、第1の試験発破に関する地盤振動の実測結果に基づいて、本発破(第2の試験発破よりも多い回数の発破)による地盤振動を予測し、この予測結果に補正係数を乗じて補正する。
【0021】
本実施形態について、発破回数12回の本発破の振動波形の予測例に基づき、さらに具体的に説明する。第1の試験発破を、前述の基本例の試験発破と同様に行う。よって、第1の試験発破による地盤振動の実測結果は、図2に示す振動波形(装薬量3kg)である。次に、第2の試験発破を前述の基本例の本発破と同様に行う。すなわち、装薬量3kgの発破を先に行い、続いて0.50秒遅らせて装薬量2kgの発破を起爆した場合の振動波形を実測する。その実測波形は図6に示すようになる。一方、この第2の試験発破による振動波形を第1の試験発破に基づいて予測すると、前述した図5に示す振動波形を得る。そして、これら図6に示す第2の試験発破の実測振動波形と、図5に示す第2の試験発破の予測振動波形との比較に基づいて、補正係数を求める。
【0022】
しかる後、本発破の振動波形を予測する。この予測においては、前述のように、第1の試験発破の実測振動波形と、振動波形および装薬量間の関係とに基づいて、本発破において各発破により生ずる各振動波形をそれぞれ予測する。そして、この各予測振動波形を本発破の各発破間の時間差を考慮して合成し、この合成波形を前記補正係数により補正することにより、図8に示す本発破の予測振動波形を得る。図8には、本発破の実測振動波形も併記した。同図より明らかなように、本応用例に従って予測した振動波形は、実測振動波形とほぼ一致しており、本発明の実施形態によれば、より高精度な予測が可能であることが判る。
【0023】
尚、本発明は、上記実施形態の手順に限定されない。すなわち、第2の試験発破の実施およびその際の地盤振動の実測、第2の試験発破での地盤振動の予測、ならびに本発破において各発破により生ずる各地盤振動の予測および本発破での地盤振動の予測は、いずれを先に行っても良く、またこれらを併行して行うこともできる。
【0024】
また、補正係数の算出は、第2の試験発破の実施およびその際の地盤振動の実測、ならびに第2の試験発破での地盤振動の予測の後、本発破の地盤振動予測結果の補正前であればいつでも可能である。
【0025】
<発破方法例>
一方、上述の本発明の予測方法によれば、地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を、各発破間の時間差を考慮して各発破により生ずる地盤振動を合成することにより予測することができる。したがって、この関係より、複数回の発破による地盤振動が任意の振動となるように各発破間の時間差を定め、この時間差に基づいて複数回の発破を行うことにより、発破により生ずる地盤振動を任意のものとすることができる。
【0026】
より具体的には、図9に示す発破方法例が提案される。この方法では、先ず前述の本発明の予測方法と同様に、第1の試験発破の実施およびその際の地盤振動の予測、第2の試験発破での地盤振動の予測、第2の試験発破の実施およびその際の地盤振動の実測、補正係数の算出、ならびに本発破において各発破により生ずる各地盤振動の予測を行う。
【0027】
しかる後、本発破における各発破間の時間差を仮定し、この仮定時間差をもって、本発破において各発破により生ずる各地盤振動の予測結果を合成することにより、本発破による地盤振動を予測し、さらにこの予測結果に補正係数を乗じて補正する。
【0028】
そして、この補正済の地盤振動の予測結果が、任意のものとなっているか否かを判断し、任意のものとなっている場合には前記仮定時間差に基づいて本発破を実施する。補正済の地盤振動の予測結果が任意のものとなっていない場合には、任意の地盤振動となるまで、本発破における各発破間の時間差の仮定、本発破による地盤振動の予測、補正、および補正済の地盤振動の予測結果が任意のものとなっているか否かの判断を繰り返し行い、任意の地盤振動となる各発破間の時間差を求め、この時間差に基づいて本発破を実施する。本発破の実施に際しては、地盤振動を実測し、この地盤振動の実測結果と予測結果とを対比することにより、予測精度を確認するのが望ましい。この対比より、必要に応じて新たな補正係数を求めることもできる。
【0029】
このように、本発明に係る発破方法では本発破による地盤振動を任意のものとできるため、例えば地盤振動の大きさを目標値以下にすることができる。すなわち、図9に示すフロー図において、本発破による地盤振動の予測結果(補正済)から地盤振動の大きさ(例えば地盤の上下動速度の最大値)を評価し、この評価結果が目標値以下であるか否かを判断し、その結果、目標値以下であるならば本発破を実施する。評価結果が目標値以上であるならば、目標値以下となるまで、本発破における各発破間の時間差の仮定、本発破による地盤振動の予測、補正、振動の大きさの評価、および評価結果と目標値との比較を繰り返し行うことによって、目標値以下となる時間差を求め、この時間差に基づいて本発破を実施する。
【0030】
また、可能な発破間の時間差の全ての場合について、地盤振動の大きさを予測し、それら予測結果から地盤振動の大きさが最小となる場合の発破間の時間差を求め、あるいは最も小さな振動となる時間差のうち適切な時間差(例;最小値)を求め、この時間差に基づいて本発破を実施することもできる。
【0031】
一方、上記例において、可能な発破間の時間差の全ての場合について、予測した地盤振動が任意のものとならない場合がありうる。また、ある時間差における地盤振動が任意のものとなることが予測されたとしても、その場合の時間差が雷管の点火精度以下であるために、その時間差での発破が現実的に不可能な場合もありうる。
【0032】
かかる場合には、個別に実施する予定の発破のうち、いくつかの発破については1グループとして同時に起爆することとし、1つまたは複数のグループを定める。そして、これら個別の発破またはグループ発破による地盤振動が任意のものとなる、個別の発破間の時間差、個別の発破とグループ発破との時間差、またはグループ発破間の時間差を定め、これらの時間差に基づいて本発破を実施することもできる。また、1回の発破において起爆する爆薬が複数ある場合には、その発破を複数回の発破に分け、本発破における地盤振動が任意のものとなるように各発破間の時間差を定め、これらの時間差に基づいて本発破を実施することもできる。
【0033】
<その他>
本発明において、試験発破として、地盤振動に干渉を生ずるように複数回の発破を行うことができる。また、本発明において、試験発破を行う地盤は本発破位置近傍の地盤等に限られない。試験発破を行う地盤は本発破と同様の地質条件の地盤であれば良く、過去の試験発破の結果を援用することもできる。
【0034】
【発明の効果】
以上のとおり、本発明によれば、地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を予測することができ、また地盤振動に干渉を生ずるように複数回の発破を行った場合の地盤振動を任意のものとできる。
【図面の簡単な説明】
【図1】 地盤振動の予測方法の比較形態を示すフロー図である。
【図2】 試験発破による地盤振動の実測結果を示すグラフである。
【図3】 他の装薬量の発破による地盤振動の予測結果を示すグラフである。
【図4】 時間差を0.34秒として予測した本発破による地盤振動波形を示すグラフである。
【図5】 時間差を0.50秒として予測した本発破による地盤振動波形を示すグラフである。
【図6】 時間差を0.50秒として実測した本発破による地盤振動波形を示すグラフである。
【図7】 本発明に係る地盤振動の予測方法例を示すフロー図である。
【図8】 本発明に係る地盤振動の予測方法例によって予測した本発破による地盤振動波形と、その実測波形とを示すグラフである。
【図9】 本発明に係る発破方法例を示すフロー図である。
[0001]
BACKGROUND OF THE INVENTION
The present invention relates to a method for predicting ground vibration due to blasting and a method for blasting. More specifically, the present invention relates to a method for predicting ground vibration when blasting is performed a plurality of times so as to cause interference with ground vibration, and causes interference with ground vibration. Thus, the present invention relates to a blasting method capable of making ground vibrations arbitrary when blasting is performed a plurality of times.
[0002]
[Prior art]
Regarding the compaction of loose sand ground by blasting, there have been many examples of construction mainly in Europe and North America. The inventors of the present invention have been studying application of the compaction method by blasting to soft ground such as a landfill or a reclaimed land.
[0003]
[Problems to be solved by the invention]
However, ground vibrations caused by blasting can propagate over several hundred meters and affect nearby buildings and structures, and can make residents feel uncomfortable if there are houses around the site. It was a problem. In particular, it was necessary to pay attention to the fact that surface waves are not easily attenuated by ground vibration of soft ground.
[0004]
In other words, when many blast holes are drilled in the ground and explosives are installed in each of these blast holes, or when multiple explosives are installed at different depths in one blast hole, these explosives are simultaneously initiated. Then, since a vibration larger than necessary is generated, it is desirable to blast a plurality of times by detonating each explosive at different times. However, even if the blasting is performed multiple times with a slight time difference, the surface wave is difficult to attenuate, so if the vibration at one stage remains, the remaining vibration interferes with the vibration from the blasting at the next stage or later. As a result of this, vibration larger than expected may occur. On the other hand, blasting can be performed a plurality of times so as not to cause interference with ground vibration, but in that case, the time interval between the blasting becomes too long, and it is inevitable that the work is prolonged.
[0005]
Therefore, if the ground vibration in the case of performing blasting a plurality of times so as to cause interference with the ground vibration can be predicted, it is convenient because excessive vibration can be prevented in advance. Moreover, it is more desirable if such ground vibration can be suppressed.
[0006]
Therefore, the main problem of the present invention is to make it possible to predict ground vibration when blasting is performed multiple times so as to cause interference with ground vibration, and to perform blasting multiple times so as to cause interference with ground vibration. It is to be able to make the ground vibration in the case of any.
[0007]
[Means for Solving the Problems]
The method for predicting ground vibration by blasting according to the present invention that solves the above-described problem includes a first test blasting actual measurement step of performing a first test blasting for performing a single blasting and actually measuring ground vibrations at that time ,
After the first test blasting actual process if, based on the measured result of ground vibration by the first test blasting was carried out a second test blasting performing multiple blasting to produce a interference Ground Vibration A second test blast prediction process for predicting ground vibration of
After the first test blasting actual process, carried out the second test blasting, actually measuring the ground vibration at that time, a second test blasting actual process,
After the first test blasting actual process, based on the measured result of ground vibration by the first test blasting, the number of times of blasting than the second test blasting with a time difference that produces interference to ground vibration The blast prediction process for predicting ground vibration when performing the blasting to be performed ,
After performing both said second test blasting prediction step and the second test blasting actual process, the measurement result of ground vibration by the second test blasting, and the prediction result of ground vibration by the second test blast A correction coefficient calculation step for calculating a correction coefficient based on the comparison of
After performing both the main blast prediction step and the correction coefficient calculation step, multiplying the ground vibration prediction result when performing the main blast by a correction coefficient, and correcting the prediction result ;
Is performed, and the corrected ground vibration prediction result of the blasting is obtained .
[0008]
On the other hand, the blasting method according to the present invention uses the ground vibration prediction method of the present invention, predicts ground vibration assuming the time difference in the main blasting, and each prediction result is an arbitrary ground vibration. A time difference between blasts is determined, and the blasting is performed with each time difference.
[0009]
<Action>
In the present invention, since the prediction is performed based on the actual measurement result of the ground vibration, it is possible to perform a highly accurate prediction that is not affected by the ground structure. On the other hand, in the blasting method of the present invention, the time difference between blasting is determined such that any ground vibration occurs due to the ground vibration interference by each blasting, and the blasting is performed a plurality of times based on this time difference. Is optional.
[0010]
The “one blast” referred to in the present invention includes blasting with a plurality of explosives in addition to blasting with one explosive. Therefore, the “multiple blasts” referred to in the present invention is to carry out such a single blast multiple times at different times. This “multiple blasts” includes those with different time differences between blasts.
[0011]
DETAILED DESCRIPTION OF THE INVENTION
Hereinafter, a comparative example will be described first, and then an embodiment of the present invention will be described in detail based on comparison with the comparative example.
<Comparison form>
FIG. 1 shows a comparison method of ground vibration prediction methods, that is, a method of predicting ground vibration when blasting is performed a plurality of times so as to cause interference with ground vibration based on the actual measurement result of ground vibration due to blasting. ing. In addition, even if it is a case where it charges to each of several positions in one blasting hole, and it is the case where it charges to each of several charging holes, it is the same.
[0012]
More specifically, first, blasting is performed once on the target ground (hereinafter referred to as test blasting), and ground vibration at that time is measured. The test blasting is performed, for example, by providing a blasting hole for test blasting in the vicinity of the blasting hole for main blasting described later, and charging an appropriate amount of explosive at an appropriate position in the hole. This charge amount and the charge depth are preferably matched to any one of a plurality of blasts scheduled to be performed in the following blasting. In the actual measurement of ground vibration, for example, the temporal change of the vertical speed of the ground is measured by a three-component speedometer or the like installed at a desired position on the ground.
[0013]
Next, based on this test blast, the ground vibration is predicted when blasting is performed a plurality of times so as to cause interference with the ground vibration (hereinafter referred to as the main blasting). For this prediction, first, individual ground vibrations caused by each blast in this blast are predicted. This local vibration can be predicted based on the ground vibration measured in the test blasting and the relationship (eg, proportional relationship) between the ground vibration and the charge amount. In addition, when the amount of charge and the depth of charge of the test blast are set to any one of the multiple blasts scheduled to be performed in this blast as described above, this is used as a prediction result. In addition to this, for other blasts, it is possible to predict the local vibration due to each blast. After that, by taking into account the time difference between each blasting, by synthesizing the local vibrations due to each blasting, the prediction result of the ground vibrations due to this blasting is obtained.
[0014]
In the following, an example is shown in which the ground vibration generated in the blasting in which the blasting with the charge amount of 2 kg and the blasting with the charge amount of 3 kg are continuously performed so as to cause interference with the ground vibration is predicted according to the basic example.
[0015]
FIG. 2 shows an example of ground vibration measurement of test blasting, and is a graph (hereinafter referred to as vibration waveform) in which the vertical axis represents the vertical movement speed of the ground surface and the horizontal axis represents time.
[0016]
The test blast charge is 3 kg. The vertical movement speed of the ground was obtained from the result of measuring the ground vibration at a point 90 m away from the test blast hole in a substantially horizontal direction with a three-component speedometer. In the vibration waveform of FIG. 2, the maximum value of the vertical movement speed is 0.517 cm / second.
[0017]
Next, FIG. 3 shows a waveform delayed by 0.50 seconds with respect to the result of predicting the vibration waveform generated by the blasting of the charge amount of 2 kg based on the actual measurement result of the test blasting.
[0018]
Then, by combining the measured waveform of ground vibration due to blasting with a charge of 2 kg and the predicted waveform of ground vibration due to blasting with a charge of 3 kg at an arbitrary time difference, this blasting is performed at the arbitrary time difference. A vibration waveform (composite waveform) is obtained. FIG. 4 shows a prediction result of a vibration waveform generated when blasting with a charge amount of 3 kg is performed and then blasting with a charge amount of 2 kg is delayed by 0.34 seconds. From this, when the time difference between blasts in this blasting is 0.34 seconds, it is predicted that the maximum value of the vertical movement speed of the ground will be 0.870 cm / second. On the other hand, FIG. 5 shows a prediction result of a vibration waveform generated when blasting with a charge amount of 3 kg is performed and then blasting with a charge amount of 2 kg is delayed by 0.50 seconds. From this, when the time difference between blasts in this blasting is 0.50 seconds, it is predicted that the maximum value of the vertical movement speed of the ground will be 0.696 cm / second. The actual measurement result of the vibration waveform generated when the time difference is 0.50 seconds is shown in FIG. The measured waveform shown in FIG. 6 is in good agreement with the predicted waveform shown in FIG. 5, and it can be seen that highly accurate prediction is possible.
[0019]
<Embodiment of the present invention>
In the above comparison mode, the difference in location of each blast and the influence of geology (vibration attenuation, etc.) are ignored. Therefore, when the influence is large, high-precision prediction cannot be expected. Therefore, when higher prediction accuracy is required, it is desirable to employ the embodiment of the present invention shown in FIG.
[0020]
The point of this embodiment is that the vibration prediction based on the actual measurement result of the test blast is obtained in light of the actual measurement result of other test blasting under the same conditions as the prediction, and the prediction of the main blast is corrected by this correction coefficient. There is. That is, as a first test blast, ground vibration due to one blast is measured. Next, based on the actual measurement result of the first blast, the ground vibration in the case of performing the blast twice (hereinafter also referred to as the second test blast) so as to interfere with the ground vibration of the test blast is predicted. Further, the second test blasting is performed to measure the ground vibration at that time. From these results, the actual measurement result of the ground vibration related to the second test blasting and the prediction result are compared, and a correction coefficient is obtained. After that, based on the actual measurement results of ground vibration related to the first test blast, the ground vibration due to this blast (more blasts than the second test blast) is predicted and corrected by multiplying this prediction result by a correction coefficient. To do.
[0021]
The present embodiment will be described more specifically based on an example of predicting the vibration waveform of the main blast with 12 blasts. The first test blast is performed in the same manner as the test blast of the basic example described above. Therefore, the actual measurement result of the ground vibration by the first test blasting is a vibration waveform (charge amount 3 kg) shown in FIG. Next, the second test blasting is performed in the same manner as the above-described basic blasting. That is, the oscillating waveform is measured when the blasting of the charge amount of 3 kg is performed first, and then the blasting of the charge amount of 2 kg is initiated with a delay of 0.50 seconds. The actually measured waveform is as shown in FIG. On the other hand, when the vibration waveform due to the second test blast is predicted based on the first test blast, the vibration waveform shown in FIG. 5 described above is obtained. Then, a correction coefficient is obtained based on a comparison between the actually measured vibration waveform of the second test blast shown in FIG. 6 and the predicted vibration waveform of the second test blast shown in FIG.
[0022]
After that, the vibration waveform of this blast is predicted. In this prediction, as described above, each vibration waveform generated by each blast in the main blast is predicted based on the actually measured vibration waveform of the first test blast and the relationship between the vibration waveform and the charge amount. Then, each predicted vibration waveform is synthesized in consideration of the time difference between each blast of the blast, and the synthesized waveform is corrected by the correction coefficient, thereby obtaining the predicted oscillating waveform of the main blast shown in FIG. FIG. 8 also shows the actual vibration waveform of the blasting. As can be seen from the figure, the vibration waveform predicted according to this application example is almost the same as the actually measured vibration waveform, and it can be seen that more accurate prediction is possible according to the embodiment of the present invention.
[0023]
In addition, this invention is not limited to the procedure of the said embodiment. That is, the second test blast and the actual measurement of the ground vibration at that time, the prediction of the ground vibration in the second test blast, and the prediction of the local vibration caused by each blast in the main blast and the ground vibration in the main blast Any of these predictions may be performed first or in parallel.
[0024]
The correction coefficient is calculated after the second test blasting, the ground vibration at that time, and the ground vibration prediction at the second test blasting, before the ground blasting prediction result correction. Yes, whenever possible.
[0025]
<Example of blasting method>
On the other hand, according to the prediction method of the present invention described above, the ground vibration when the blasting is performed a plurality of times so as to cause interference with the ground vibration, the ground vibration generated by each blasting is considered in consideration of the time difference between each blasting. It can be predicted by synthesizing. Therefore, from this relationship, the time difference between each blasting is determined so that the ground vibration due to multiple blasting becomes arbitrary vibration, and the ground vibration caused by blasting is arbitrarily determined by performing multiple blasting based on this time difference. Can be.
[0026]
More specifically, the blasting method example shown in FIG. 9 is proposed. In this method, first, as in the prediction method of the present invention described above, the first test blasting and the ground vibration prediction at that time, the ground vibration prediction in the second test blasting, the second test blasting Implementation and actual measurement of ground vibration, calculation of correction coefficient, and prediction of local vibration caused by each blast in this blast.
[0027]
After that, assuming the time difference between each blast in this blast, and by synthesizing the predicted results of local vibrations caused by each blast in this blast with this assumed time difference, the ground vibration due to this blast is predicted. The prediction result is corrected by multiplying it by a correction coefficient.
[0028]
Then, it is determined whether or not the corrected ground vibration prediction result is arbitrary, and if it is arbitrary, the blasting is performed based on the assumed time difference. If the corrected ground vibration prediction result is not arbitrary, the assumption of the time difference between each blast in this blast, the prediction of ground vibration due to this blast, correction, and It is repeatedly determined whether or not the corrected ground vibration prediction result is arbitrary, a time difference between each blasting that causes an arbitrary ground vibration is obtained, and the main blasting is performed based on this time difference. In carrying out this blasting, it is desirable to confirm the prediction accuracy by actually measuring the ground vibration and comparing the measured result of the ground vibration with the predicted result. From this comparison, a new correction coefficient can be obtained as necessary.
[0029]
Thus, in the blasting method according to the present invention, since the ground vibration due to the blasting can be arbitrary, for example, the magnitude of the ground vibration can be set to a target value or less. That is, in the flowchart shown in FIG. 9, the magnitude of ground vibration (for example, the maximum value of the vertical movement speed of the ground) is evaluated from the ground vibration prediction result (corrected) by this blasting, and this evaluation result is below the target value. If the result is below the target value, this blasting is carried out. If the evaluation result is equal to or greater than the target value, the assumption of the time difference between each blast in this blast, prediction of ground vibration due to this blast, correction, evaluation of the magnitude of vibration, and the evaluation result By repeating the comparison with the target value, a time difference that is less than or equal to the target value is obtained, and this blasting is performed based on this time difference.
[0030]
Also, in all cases of possible time difference between blasts, the magnitude of ground vibration is predicted, and from these prediction results, the time difference between blasts when the magnitude of ground vibration is minimum is obtained, or the smallest vibration It is also possible to obtain an appropriate time difference (eg, minimum value) from among the time differences, and perform the blasting based on this time difference.
[0031]
On the other hand, in the above example, the predicted ground vibration may not be arbitrary for all possible time differences between blasts. In addition, even if it is predicted that the ground vibration at a certain time difference will be arbitrary, the blast at that time difference may not be practical because the time difference in that case is below the ignition accuracy of the detonator. It is possible.
[0032]
In such a case, among the blasts scheduled to be performed individually, some blasts are detonated simultaneously as one group, and one or a plurality of groups are defined. Based on these time differences, the time difference between individual blasts, the time difference between individual blasts and group blasts, or the time difference between group blasts, where the ground vibration due to these individual blasts or group blasts becomes arbitrary, is determined. This blasting can also be carried out. Also, if there are multiple explosives that detonate in one blast, divide the blast into multiple blasts, set the time difference between each blast so that the ground vibration in this blast becomes arbitrary, The blasting can be carried out based on the time difference.
[0033]
<Others>
In the present invention, as test blasting, blasting can be performed a plurality of times so as to cause interference with ground vibration. In the present invention, the ground on which the test blasting is performed is not limited to the ground near the blasting position. The ground on which the test blasting is performed may be a ground having the same geological conditions as the blasting, and the results of the past test blasting can be used.
[0034]
【The invention's effect】
As described above, according to the present invention, it is possible to predict the ground vibration when blasting is performed a plurality of times so as to cause interference with the ground vibration, and to perform the blasting multiple times so as to cause interference with the ground vibration. The ground vibration when performed can be arbitrary.
[Brief description of the drawings]
FIG. 1 is a flowchart showing a comparative form of a ground vibration prediction method.
FIG. 2 is a graph showing an actual measurement result of ground vibration due to test blasting.
FIG. 3 is a graph showing a prediction result of ground vibration due to blasting of another charge amount.
FIG. 4 is a graph showing the ground vibration waveform due to this blasting predicted with a time difference of 0.34 seconds.
FIG. 5 is a graph showing the ground vibration waveform due to the blasting predicted with a time difference of 0.50 seconds.
FIG. 6 is a graph showing a ground vibration waveform by actual blasting measured with a time difference of 0.50 seconds.
FIG. 7 is a flowchart showing an example of a ground vibration prediction method according to the present invention.
FIG. 8 is a graph showing a ground vibration waveform due to actual blasting predicted by an example of a ground vibration prediction method according to the present invention and an actually measured waveform thereof;
FIG. 9 is a flowchart showing an example of a blasting method according to the present invention.

Claims (2)

1回の発破を行う第1の試験発破を実施し、その際の地盤振動を実測する、第1の試験発破実測工程と、
前記第1の試験発破実測工程の後に、前記第1の試験発破による地盤振動の実測結果に基づいて、地盤振動に干渉を生ずるように複数回の発破を行う第2の試験発破を実施した場合の地盤振動を予測する、第2の試験発破予測工程と、
前記第1の試験発破実測工程の後に、前記第2の試験発破を実施し、その際の地盤振動を実測する、第2の試験発破実測工程と、
前記第1の試験発破実測工程の後に、前記第1の試験発破による地盤振動の実測結果に基づいて、地盤振動に干渉を生ずるような時間差をもって前記第2の試験発破よりも多い回数の発破を行う本発破を実施した場合の地盤振動を予測する本発破予測工程と、
前記第2の試験発破予測工程および第2の試験発破実測工程の両方を実施した後に、前記第2の試験発破による地盤振動の実測結果と、前記第2の試験発破による地盤振動の予測結果との比較に基づいて補正係数を算出する、補正係数算出工程と、
前記本発破予測工程および補正係数算出工程の両方を実施した後に、前記本発破を行った場合の地盤振動の予測結果に補正係数を乗じて、予測結果を補正する工程と、
を実施し、補正された本発破の地盤振動の予測結果を得ることを特徴とする発破による地盤振動の予測方法。
A first test blast measurement step of performing a first test blast for performing a single blast and measuring ground vibration at that time ;
After the first test blasting actual process if, based on the measured result of ground vibration by the first test blasting was carried out a second test blasting performing multiple blasting to produce a interference Ground Vibration A second test blast prediction process for predicting ground vibration of
After the first test blasting actual process, carried out the second test blasting, actually measuring the ground vibration at that time, a second test blasting actual process,
After the first test blasting actual process, based on the measured result of ground vibration by the first test blasting, the number of times of blasting than the second test blasting with a time difference that produces interference to ground vibration The blast prediction process for predicting ground vibration when performing the blasting to be performed ,
After performing both said second test blasting prediction step and the second test blasting actual process, the measurement result of ground vibration by the second test blasting, and the prediction result of ground vibration by the second test blast A correction coefficient calculation step for calculating a correction coefficient based on the comparison of
After performing both the main blast prediction step and the correction coefficient calculation step, multiplying the prediction result of ground vibration when performing the main blast by a correction coefficient, and correcting the prediction result ;
A method for predicting ground vibration due to blasting, characterized in that the following results are obtained to obtain a corrected ground vibration predicted result of this blasting .
請求項1記載の地盤振動の予測方法を用い、前記本発破における時間差を仮定して地盤振動を予測し、この予測結果が任意の地盤振動となるような各発破間の時間差を定め、この各時間差をもって前記本発破を行うことを特徴とする発破方法。Using the ground vibration prediction method according to claim 1, the ground vibration is predicted assuming the time difference in the main blasting, and the time difference between each blasting is determined so that the prediction result is an arbitrary ground vibration. A blasting method comprising performing the blasting with a time difference.
JP35481697A 1997-12-24 1997-12-24 Prediction method of ground vibration due to blasting and blasting method Expired - Fee Related JP3683090B2 (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
JP35481697A JP3683090B2 (en) 1997-12-24 1997-12-24 Prediction method of ground vibration due to blasting and blasting method

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
JP35481697A JP3683090B2 (en) 1997-12-24 1997-12-24 Prediction method of ground vibration due to blasting and blasting method

Publications (2)

Publication Number Publication Date
JPH11181753A JPH11181753A (en) 1999-07-06
JP3683090B2 true JP3683090B2 (en) 2005-08-17

Family

ID=18440098

Family Applications (1)

Application Number Title Priority Date Filing Date
JP35481697A Expired - Fee Related JP3683090B2 (en) 1997-12-24 1997-12-24 Prediction method of ground vibration due to blasting and blasting method

Country Status (1)

Country Link
JP (1) JP3683090B2 (en)

Families Citing this family (6)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
KR100551764B1 (en) * 2003-12-30 2006-02-13 석철기 Blasting method to reduce vibration noise by mutually interfering blasting vibrations
KR100665878B1 (en) * 2005-10-27 2007-01-09 에스케이건설 주식회사 Low Vibration Low Noise Blasting Pattern Design Method
JP6484089B2 (en) * 2015-04-03 2019-03-13 鹿島建設株式会社 Vibration prediction method
JP6461022B2 (en) * 2016-01-12 2019-01-30 株式会社村上工業 Underground pile crushing method
JP6603774B1 (en) * 2018-10-04 2019-11-06 株式会社村上工業 Underground pile crushing method
CN113238281A (en) * 2021-05-13 2021-08-10 中国科学院武汉岩土力学研究所 Blasting vibration attenuation law analysis method based on wave components

Also Published As

Publication number Publication date
JPH11181753A (en) 1999-07-06

Similar Documents

Publication Publication Date Title
Agrawal et al. Modified scaled distance regression analysis approach for prediction of blast-induced ground vibration in multi-hole blasting
Kahriman Analysis of parameters of ground vibration produced from bench blasting at a limestone quarry
CN107941104B (en) Tunnel slotting explosive load design method based on porous short-delay blasting vibration composite calulation
CN109115061A (en) A kind of initiation control method reducing blasting vibration
Bogdanoff Vibration measurements in the damage zone in tunnel blasting
US4725991A (en) Method for controlling blasting operations
hdi Hosseini et al. Analysing the ground vibration due to blasting at AlvandQoly limestone mine
Blair Blast vibration control in the presence of delay scatter and random fluctuations between blastholes
Yang et al. Measurement and analysis of near-field blast vibration and damage
JP3683090B2 (en) Prediction method of ground vibration due to blasting and blasting method
KR100883832B1 (en) Prediction Method of Blasting Vibration Using Single-hole Waveform Overlapping Modeling Data
JP6484089B2 (en) Vibration prediction method
JP6998014B2 (en) Blasting method
JP2001021300A (en) Low vibration crushing method by blasting
CN119885822B (en) A method for predicting the vibration waveform of step blasting considering resistance line value
CN109752085A (en) A kind of digital electric detonator hole-by-hole initiation vibration prediction method
Wang et al. Vibration Control in Multi-Hole Delay Bench Blasting Considering Variations in Blast-Hole Positions and Free Surfaces: Vibration Control in Multi-Hole Delay
CN113340410A (en) Ground vibration prediction method based on spherical charging condition
Mansouri et al. Blast vibration modeling using linear superposition method
JP2001289599A (en) Vibration reduction blasting method and delayed detonation second time interval determination method
KR100673552B1 (en) Retardation Design Method for Reducing Blasting Vibration by Frequency Analysis of Target Ground
JP2019109168A (en) Bedrock evaluation method
Gasmi et al. Combined blast and vibratory machines effect on in-service structures
Müller et al. Comparison of different methods of measuring and calculating blast vibrations in rock masses
JPH11326529A (en) Geological exploration method, elastic wave generation method, and elastic wave generator

Legal Events

Date Code Title Description
A977 Report on retrieval

Free format text: JAPANESE INTERMEDIATE CODE: A971007

Effective date: 20041026

A131 Notification of reasons for refusal

Free format text: JAPANESE INTERMEDIATE CODE: A131

Effective date: 20041029

A521 Written amendment

Free format text: JAPANESE INTERMEDIATE CODE: A523

Effective date: 20041227

A131 Notification of reasons for refusal

Free format text: JAPANESE INTERMEDIATE CODE: A131

Effective date: 20050218

A521 Written amendment

Free format text: JAPANESE INTERMEDIATE CODE: A523

Effective date: 20050413

TRDD Decision of grant or rejection written
A01 Written decision to grant a patent or to grant a registration (utility model)

Free format text: JAPANESE INTERMEDIATE CODE: A01

Effective date: 20050520

A61 First payment of annual fees (during grant procedure)

Free format text: JAPANESE INTERMEDIATE CODE: A61

Effective date: 20050524

R150 Certificate of patent or registration of utility model

Free format text: JAPANESE INTERMEDIATE CODE: R150

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20080603

Year of fee payment: 3

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20090603

Year of fee payment: 4

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20100603

Year of fee payment: 5

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20100603

Year of fee payment: 5

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20110603

Year of fee payment: 6

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20120603

Year of fee payment: 7

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20120603

Year of fee payment: 7

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20130603

Year of fee payment: 8

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20130603

Year of fee payment: 8

FPAY Renewal fee payment (event date is renewal date of database)

Free format text: PAYMENT UNTIL: 20140603

Year of fee payment: 9

LAPS Cancellation because of no payment of annual fees