Vacuum Poloidal Magnetic Field of Tokamak in Alternating-Current Operation

Vacuum poloidal magnetic field of tokamak in alternating-current （AC） operation is investigated. It is found that the vacuum magnetic field in AC operation is qualitatively different from that in direct-current （DC） operation. In the DC case, the vacuum magnetic field varies along the poloidal direction with one period, while in the AC case, the vacuum magnetic field varies along the poloidal direction with two periods. This implies that two sets of vertical field coil may be needed for the AC operation.

Research on Safety Risk Assessment Method for Large Scale Field Operation Project

By applying man-machine-environment system engineering theory, safety risks on large scale field operation project have been evaluated in this article. The factors concerning with the man, machine and environment in system were proposed separately. The value for lowest indexs was determined by decision-making of expert group. The weights were calculated based on AHP, and then safety risk assessment in different layers was made. The results show that the assessment method is reasonable, and it is significant for large scale field operation project safety managerment.

INVESTIGATION OF AIR FLOW ON FLIGHT DECK AND SHIPBOARD OPERATION ENVELOPE

The Shipboard Operation Envelope(SOE) is the safe boundary of the helicopter/ship dynamic interface. The night deck on a ship is usually behind the hangar, where the airflow is turbulent due to the influence of the upper structure, wind and ship speed. The turbulent airnow is the major adverse factor for the safety of shipboard operations. In this paper, the night deck abbot is analysed as the superposition of two penyndicular 2-D airflows.N-S equations are used to calculate the velocity field and the range of turbulent airflow using finite element method. The result is correspondent well with test. Incorporating the influence of the airflow and giving some restrictions on the movements of the ship and on the control margin of the helicopter, the operation envelopes are calculated. The operation envelopes include three types for hovering over the deck, taking-off from and landing on ship, and landing with a landing-aid system. These results are helpful to the pilot training and night safety.

Effects of operating parameters on the flow field in slab continuous casting molds with narrow widths

Computational simulations and high-temperature measurements of velocities near the surface of a mold were carried out by using the rod deflection method to study the effects of various operating parameters on the flow field in slab continuous casting(CC)molds with narrow widths for the production of automobile exposed panels.Reasonable agreement between the calculated results and measured subsurface velocities of liquid steel was obtained under different operating parameters of the CC process.The simulation results reveal that the flow field in the horizontal plane located 50 mm from the meniscus can be used as the characteristic flow field to optimize the flow field of molten steel in the mold.Increases in casting speed can increase the subsurface velocity of molten steel and shift the position of the vortex core downward in the downward circulation zone.The flow field of liquid steel in a 1040 mm-wide slab CC mold can be improved by an Ar gas flow rate of 7 L·min^−1 and casting speed of 1.7 m·min^−1.Under the present experimental conditions,the double-roll flow pattern is generally stable at a submerged entry nozzle immersion depth of 170 mm.

GENERALIZED OPERATORS AND OPERATOR-VALUED DISTRIBUTIONS IN QUANTUM FIELD THEORY

The relation between generalized operators and operator-valued distributions is discussed so that these two viewpoints can be used alternatively to explain quantum fields.

Structural Stress Monitoring and FEM Analysis of the Cutting Operation of the Main Bracket of A Semi-Submersible Platform

For a semi-submersible platform in repair, the eight old main brackets which connect columns with pontoons need to be replaced by new ones. In order to ensure the safety of the cutting operation of the old main bracket and calculate the initial stress condition of new main bracket, the structural stress monitoring of eight key spots is carried out, and then the calibrated finite element model is established according to the field monitoring results. Before cutting the main bracket and all associated structures, eight rectangular rosettes were installed, and a tailored cutting scheme was proposed to release the initial stress, in which the main bracket and associated column and pontoon plates were partly cut. During the cutting procedure, the strains of the monitoring spots were measured, and then the structural stress of the monitored spots were obtained. The stress variation characteristics at different spots during the initial cutting operation were shown and the initial stress condition of the monitored spots was figured out. The loading and support conditions of the semi-submersible platform were calibrated based on the measured initial stress condition, which made the finite element model more credible. The stress condition with the main bracket and associated structures being entirely cut out is analyzed by the Finite Element Method (FEM), which demonstrates the cutting operation to be safe and feasible. In addition, the calibrated finite element model can be used to calculate the initial stress condition of the new main bracket, which will be very helpful for the long-term stress monitoring on the main bracket.

GENERALIZED OPERATORS AND P(φ)_2 QUANTUM FIELDS

In this paper by Sobolev imbedding theorem and characterization theorem of generalized operators the existence of P(φ)2 quantum fields as generalized operators is obtained and a rigorous mathematical interpretation of renormalization procedure is given under white noise theory.

Magnetic Field and Operating Performance Analysisof Conical-rotor Permanent Magnet Synchronous Motor

In order to accurately analyze the magnetic field of conical-rotor permanent magnet synchronous motor(CR-PMSM),the effectiveness of two methods was studied on handling of problems concerned with non-uniform distribution of magnetic field along axial direction in CR-PMSM,which were sectional calculation(SC)method and three-dimensional finite element(3-D FE)method.On this basis,the influence of the axial displacement and dq-axis currents on the operating characteristics of axial magnetic force and torque is analyzed by using the 3-D FE model.Analysis results show that the axial magnetic force and torque decrease with the increase of axial displacement of the rotor,and the amplitude regularity of the axial magnetic force is affected by the d-axis current.A prototype machine is fabricated and tested,in order to validate the design theory.

INFINITESIMAL GAUGE OPERATORS FOR PSEUDOSCALAR FIELDS

This paper derives explicit expressions of the infinitesimal gauge operators for pseudoscalalr fields in a gauge theory coupling vector and axial-vector fields with the aid of the method of operator algebra. The gauge operators of the coset pure gauge fields theory under the chiral group SU(N) X SU(N) are also obtainede.

Method of accurately calculating mean field operator in multi-configuration time-dependent Hartree-Fock frame

The accurate theoretical expressions of the mean field operator associated with the multi-configuration time-dependent Hartree-Fock （MCTDHF） method are presented in this paper. By using a theoretical formula, derived without approxima- tion, we can study the multi-electron correlation dynamics accurately. Some illustrative calculations are carried out to check the accuracy of the expression of the mean field operator. The results of illustrative calculations indicate the reliability of the accurate expression of the mean field operator. This theoretical calculation method for the mean field operator may be of considerable help in future studies of the correlated dynamics of many-electron systems in strong laser fields.

Creating unconventional geometric phase gate using squeeze-like operator assisted by strong driving field

Based on the idea that a squeezing process can be thought of as a total cumulative effect of a large number of tiny squeezing processes, we define a squeeze-like operator with a time-dependent squeeze parameter. Applying this operator to and combining with a system which includes a two-photon interaction between two atoms and an initial vacuum cavity field, and resorting to a resonant strong driving classical field, we obtain an unconventional geometric phase gate with a shorter gating time.

Structure of continuous matrix product operator for transverse field Ising model:An analytic and numerical study

We study the structure of the continuous matrix product operator(cMPO)^([1]) for the transverse field Ising model(TFIM).We prove TFIM’s cMPO is solvable and has the form T=e^(-1/2H_(F)).H_(F) is a non-local free fermionic Hamiltonian on a ring with circumferenceβ,whose ground state is gapped and non-degenerate even at the critical point.The full spectrum of H_(F) is determined analytically.At the critical point,our results verify the state–operator-correspondence^([2]) in the conformal field theory(CFT).We also design a numerical algorithm based on Bloch state ansatz to calculate the lowlying excited states of general(Hermitian)cMPO.Our numerical calculations coincide with the analytic results of TFIM.In the end,we give a short discussion about the entanglement entropy of cMPO’s ground state.

1-35 Multi-particle Field Operators in Quantum Field Theory

Using bi-spinor fields we write the pseudo-scalar and bi-spinor fields that are characterized by the field functions of coordinates of several particles, namely multi-particle fields. By applying the quantization procedure to these multi-particle fields, hadronic creation and annihilation operators have been obtained.

APPROXIMATION OPERATORS AND SELFSIMILARITY OVER P-ADIC FIELD

ＡＰＰＲＯＸＩＭＡＴＩＯＮＯＰＥＲＡＴＯＲＳＡＮＤＳＥＬＦＳＩＭＩＬＡＲＩＴＹＯＶＥＲＰ－ＡＤＩＣＦＩＥＬＤ￥ＺｈｅｎｇＷｅｉｘｉｎｇ（Ｄｅｐｔ．ｏｆＭａｔｈ，ＮａｎｊｉｎｇＵｎｉｖ．Ｎａｎｊｉｎｇ２１０００８）Ａｂｓｔｒａｃｔ：Ｆｏｕｒｉｅｒａｎａ...

中深层地埋管热泵供热系统运行特性实测研究

通过大量工程实测研究,总结了中深层地埋管热泵供热技术的运行特性。中深层地埋管具有出水温度高、取热功率大、长期运行稳定的特点,为热泵系统提供了高品位的低温热源,以提升其运行性能;同时中深层地埋管自身存在间歇蓄热特性,能很好地满足建筑供热需求变化与柔性用能;无级变频热泵机组更适合与中深层地埋管匹配运行,节能减排效果显著;热源侧水系统具有小流量、大扬程,且阻力随着流量变化而大幅度变化的特性。研究结果可为提升该技术的供热性能提供关键指导。

宽波段大视角液晶偏振转换器研究进展

偏振转换器能够通过对入射光偏振态的动态调控间接实现几何相位型多功能光学器件光学响应特性的动态可调。基于液晶的偏振转换器具有调控效率高、调控面积大、紧凑化程度高等诸多优势,是目前应用较为广泛的偏振转换器。本文围绕偏振转换效率、工作波段、视场角3个核心参量,系统介绍了液晶偏振转换器最新的研究进展,分别给出了典型液晶偏振转换器和大视角宽波段液晶偏振转换器的详细结构和性能表现,同时介绍了液晶偏振转换器工作波段和视角的拓展方法。该项工作能够为液晶偏振转换器结构设计与应用提供必要的参考,同时为基于几何相位或新型相位调控模式的研究提供一些思路。

基于人工势能场的破冰船护航下船舶航行风险场建模

针对破冰船护航下船舶碰撞与冰困事故风险评估问题,本文根据破冰船与跟驰船之间、跟驰船与海冰之间的相互关系,并基于人工势能场理论提出破冰船护航下船舶航行风险场的概念和模型,其中包括破冰船风险场和海冰风险场。破冰船风险场量化破冰船与跟驰船之间的碰撞风险水平,海冰风险场量化跟驰船与海冰之间的冰困风险水平。根据该模型提出破冰船与跟驰船之间安全跟驰距离的计算方法。最后基于Tian You轮2018年北极编队航行数据,应用破冰船护航下船舶航行风险场模型开展仿真实验,仿真结果验证了航行风险场模型的有效性,证明了本文建模方法能够为破冰船护航下船舶安全跟驰研究提供理论方法支撑。

河南地矿CORS省域地面沉降监测与机理分析

为了进一步研究省域尺度范围地面沉降,分析河南地矿CORS省域地面沉降的监测方法与其形成机理:针对河南省地面沉降分布特征,采用河南省地质信息连续采集运行系统(HNGICS)的62个基准站数据,时间序列为2012—2019年,获得国际地球参考框架下无净旋转条件的河南省三维速度场;然后分解三维速度场获得河南垂直速度场,发现河南省地面沉降呈现“西稳东沉”的现象,开封附近出现沉降漏斗;最后将河南省地质图、河南省耕地面积占比、河南省年均降雨量与沉降等值线对比分析。结果表明:不同地质条件下,河南省地面沉降分布于豫东地区的第四系冲积层,而相同地质条件下,耕地占比和区域年均降雨量是地表差异性沉降的主要原因,如豫东地区耕地约占总面积的70%,地下水用于农业灌溉是豫东平原出现沉降漏斗的主要原因。

光学相控阵性能参数仿真分析与实验研究

详细介绍了一维光学相控阵的扫描特性,仿真分析了各参数之间的理论关系。通过各参数与波长之间的关系研究,可知波长调制实现纵向角度控制不会明显改变光学相控阵参数变化,论证在波导上刻蚀光栅,利用光栅的衍射特性可实现二维光学相控阵光束扫描。通过实验,实现了一种256通道光栅二维光学相控阵系统,验证了探测距离大于50 m,测距精度优于5 cm,光束发散角小于0.25°,在1515~1595 nm波长范围内,可实现41.2°×11.9°的二维扫描范围。这些理论分析和实验研究为该领域的科研工作者提供理论指导和技术支持,具有重要的应用价值。

基于预条件广义逐次超松弛迭代法的数值格林函数计算方法

为了改善Born散射级数解决地震强散射问题时的收敛性,将带有虚部分量的复波数格林函数引入到求解格林函数Lippmann–Schwinger(L-S)积分方程数值解的广义逐次超松弛迭代法中,弱化格林函数的奇异性。引入预条件算子降低系数矩阵的条件数,加速迭代级数的收敛速度,给出了复波数L-S方程的预条件广义逐次超松弛(preconditioned generalized successive over-relaxation,Pre-GSOR)迭代格式。通过数值分析和收敛性分析重新选取合适的衰减因子和预条件算子,得到了满足地震强散射条件的收敛Born级数,并将其用于地震强散射问题中数值格林函数的计算。数值结果表明:复波数L-S方程Pre-GSOR迭代法可以得到与实波数L-S方程直接法相匹配的数值模拟结果;复波数L-S方程Pre-GSOR迭代法系数矩阵条件数在高频时仅为原系数矩阵条件数的10%,相同迭代次数下归一化收敛残差可降低3个数量级以上,且对高频适应性强,可有效改善实波数L-S方程广义超松弛迭代法在强散射介质中的收敛停滞问题。