The supplied English course is preserved in sources/. New derivations and diagrams extend it. Chapter 3 contains the resolver study. Chapter 5 contains the rigid-wall jet chain. Appendix A contains the two gel-model studies.
提供的英文课程保存在 sources/。新推导与示意图对其进行扩展。第三章包括求解器研究。第五章包括刚性壁面射流链。附录 A 包括两项凝胶模型研究。
Theses and chapter evidence map · Complete Markdown register. Each entry records authors, identifiers, summaries, and evidence limits.
论文与章节证据映射 · 完整 Markdown 目录。每项记录作者、标识符、摘要与证据边界。
Original English source · SHA256 cb4c40df67841ed1b011150e8e5acff99f2c22866185e198553f1a1c353ee7b0.
原始英文来源 · SHA256 cb4c40df67841ed1b011150e8e5acff99f2c22866185e198553f1a1c353ee7b0。
The before/after comparison guides the course structure. Each source below states the claim it supports.
重构前后对比指导课程结构。下列各项来源注明其支持的结论。
Primary references and scope
一手文献与引用范围
[R1] Rayleigh (1917). On the pressure developed in a liquid during the collapse of a spherical cavity. DOI: 10.1080/14786440808635681.
[R1] Rayleigh (1917)。 球形空腔塌缩时液体中产生的压力。DOI：10.1080/14786440808635681。
Ideal spherical collapse. The singular endpoint marks the model’s validity limit.
理想球形塌缩。奇异终点标示模型的适用边界。
[R2] Cooker & Peregrine (1995). Pressure-impulse theory for liquid impact problems. DOI: 10.1017/S0022112095003053.
[R2] Cooker & Peregrine (1995)。 液体冲击问题的压力冲量理论。DOI：10.1017/S0022112095003053。
Pressure impulse under frozen geometry during a short event.
短事件、冻结几何条件下的压力冲量。
[R3] Supponen et al. (2016). Scaling laws for jets of single cavitation bubbles. DOI: 10.1017/jfm.2016.463.
[R3] Supponen et al. (2016)。 单个空化气泡射流的标度规律。DOI：10.1017/jfm.2016.463。
Boundary asymmetry controls internal collapse jets. Exterior PFC jets require separate calibration.
边界非对称性控制内部塌缩射流。外部 PFC 射流需另行标定。
[R4] Peters et al. (2013). Highly focused supersonic microjets: numerical simulations. DOI: 10.1017/jfm.2013.26.
[R4] Peters et al. (2013)。 高度聚焦的超声速微射流：数值模拟。DOI：10.1017/jfm.2013.26。
Meniscus focusing with specified pressure and geometry.
给定压力与几何条件下的弯液面聚焦。
[R5] Liang et al. (2022). Comprehensive analysis of spherical bubble oscillations and shock wave emission in laser-induced cavitation. DOI: 10.1017/jfm.2022.202.
[R5] Liang et al. (2022)。 激光诱导空化中球形气泡运动及激波发射的综合分析。DOI：10.1017/jfm.2022.202。
Single-event laser-cavity energy partition, thermal state, and compressibility.
单次激光腔体事件的能量分配、热状态与可压缩性。
[R6] Strohm et al. (2011). Vaporization of perfluorocarbon droplets using optical irradiation. DOI: 10.1364/BOE.2.001432.
[R6] Strohm et al. (2011)。 光照引发全氟碳液滴汽化。DOI：10.1364/BOE.2.001432。
Optical PFC activation depends on formulation. Transfer thresholds require separate measurements.
PFC 光学激活取决于配方。转印阈值需另行测量。
[R7] Wei et al. (2014). Laser-induced cavitation in nanoemulsion with gold nanospheres for blood clot disruption: in vitro results. DOI: 10.1364/OL.39.002599.
[R7] Wei et al. (2014)。 金纳米球纳米乳液中激光诱导空化用于血栓破碎：体外结果。DOI：10.1364/OL.39.002599。
Absorber-containing PFH activation with aggregation and geometry conditions.
含吸收体 PFH 的激活，附团聚与几何条件。
[R8] NIST Chemistry WebBook. Pentane, dodecafluoro- (CAS 678-26-2). DOI: 10.18434/T4D303.
[R8] NIST Chemistry WebBook。 十二氟戊烷（CAS 678-26-2）。DOI：10.18434/T4D303。
PFP molar mass, phase data, and temperature-limited Antoine coefficients. Heat capacity retains its measurement temperature.
PFP 摩尔质量、相变数据与限定温度的 Antoine 系数。热容保留测量温度。
Liquid heat capacity: Chapter 2 states its measurement temperature and mass conversion.
液相热容：第二章注明测量温度与质量换算。
[R9] NIST Chemistry WebBook. Hexane, tetradecafluoro- (CAS 355-42-0). DOI: 10.18434/T4D303.
[R9] NIST Chemistry WebBook。 十四氟己烷（CAS 355-42-0）。DOI：10.18434/T4D303。
PFH reference properties retain their temperature and formulation conditions.
PFH 参考物性保留其温度与配方条件。
[R10] Feng et al. (2007). Competing fracture in kinetically controlled transfer printing. DOI: 10.1021/la701555n.
[R10] Feng et al. (2007)。 动力学控制转印中的竞争断裂。DOI：10.1021/la701555n。
Competing interfaces and rate-dependent release. The course derives its blister control separately.
竞争界面与速率相关释放。课程另行推导其鼓泡对照。
[R11] Li et al. (2024). Laser-driven noncontact bubble transfer printing via a hydrogel composite stamp. DOI: 10.1073/pnas.2318739121.
[R11] Li et al. (2024)。 水凝胶复合印章实现激光驱动非接触气泡转印。DOI：10.1073/pnas.2318739121。
Water-vapor cavity deformation and composite-stamp release. Embedded-PFC jet stabilization remains unestablished.
水蒸气腔体形变与复合印章释放。嵌入式 PFC 射流稳定作用尚未建立。
[R12] Brujan et al. (2001). Dynamics of laser-induced cavitation bubbles near an elastic boundary. DOI: 10.1017/S0022112000003347.
[R12] Brujan et al. (2001)。 弹性边界附近激光诱导空化气泡的动力学。DOI：10.1017/S0022112000003347。
Elastic-boundary interaction and jet direction depend on stiffness and geometry.
弹性边界相互作用与射流方向取决于刚度和几何。
[R13] Gaudron, Warnez & Johnsen (2015). Bubble dynamics in a viscoelastic medium with nonlinear elasticity. DOI: 10.1017/jfm.2015.7.
[R13] Gaudron, Warnez & Johnsen (2015)。 具有非线性弹性的黏弹性介质中的气泡动力学。DOI：10.1017/jfm.2015.7。
Finite-strain resistance in an intact viscoelastic medium. Damage and layered pockets require additional closures.
完整黏弹性介质中的有限应变阻力。损伤与分层液体口袋需补充闭合关系。
[R14] Eggers & Dupont (1994). Drop formation in a one-dimensional approximation of the Navier–Stokes equation. DOI: 10.1017/S0022112094000480.
[R14] Eggers & Dupont (1994)。 Navier–Stokes 方程一维近似下的液滴形成。DOI：10.1017/S0022112094000480。
Slender free-surface transport and pinch-off. Spatial jet launch requires a separate solution.
细长自由表面输运与夹断。空间射流发射需另行求解。
[R15] NIST Chemistry WebBook. Water (CAS 7732-18-5). DOI: 10.18434/T4D303.
[R15] NIST Chemistry WebBook。 水（CAS 7732-18-5）。DOI：10.18434/T4D303。
Water phase data. The 293 K and 323 K controls use separate Antoine ranges.
水相变数据。293 K 与 323 K 对照采用各自区间的 Antoine 系数。
[R16] Menikoff & Plohr (1989). The Riemann problem for fluid flow of real materials. DOI: 10.1103/RevModPhys.61.75.
[R16] Menikoff & Plohr (1989)。 真实材料流体流动的 Riemann 问题。DOI：10.1103/RevModPhys.61.75。
Rankine–Hugoniot jump conditions and the Hugoniot locus for general equations of state. Metadata verified; full text not re-read for this course.
一般状态方程下的 Rankine–Hugoniot 跳跃条件与 Hugoniot 轨迹。元数据已核实；本课程未重读全文。
[R17] Le Métayer, Massoni & Saurel (2004). Élaboration des lois d’état d’un liquide et de sa vapeur pour les modèles d’écoulements diphasiques. DOI: 10.1016/j.ijthermalsci.2003.09.002.
[R17] Le Métayer, Massoni & Saurel (2004)。 两相流模型中液体及其蒸气状态律的构建。DOI：10.1016/j.ijthermalsci.2003.09.002。
Stiffened-gas form of the liquid equation of state. The course parameters (γ = 4.4, Π = 600 MPa) are the project’s adopted inputs. Metadata verified; full text not re-read.
液体状态方程的刚化气体形式。本课程参数（γ = 4.4，Π = 600 MPa）为项目采用的输入。元数据已核实；未重读全文。
[R18] Toro (2009). Riemann Solvers and Numerical Methods for Fluid Dynamics. DOI: 10.1007/b79761.
[R18] Toro (2009)。 流体动力学的 Riemann 求解器与数值方法。DOI：10.1007/b79761。
Finite-volume conservation-law methods, including Rusanov-type fluxes and shock-capturing practice. Metadata verified; full text not re-read.
守恒律有限体积方法，包括 Rusanov 型通量与激波捕捉实践。元数据已核实；未重读全文。
[R19] Rusanov (1962). The calculation of the interaction of non-stationary shock waves and obstacles. DOI: 10.1016/0041-5553(62)90062-9.
[R19] Rusanov (1962)。 非定常激波与障碍物相互作用的计算。DOI：10.1016/0041-5553(62)90062-9。
Origin of the dissipative numerical flux used in the C++ reference. Metadata verified; full text not re-read.
C++ 参考解所用耗散型数值通量的来源。元数据已核实；未重读全文。
Verification versus physical validation
核验与物理验证的区别
Algebra, dimensions, conservation, and numerical comparisons check the adopted equations. Target transfer performance remains unvalidated. Missing: measured activation, flow, fracture, and reset behavior.
代数、量纲、守恒与数值对照核验所采用的方程。目标转印性能仍未验证。缺少：激活、流动、断裂与复位行为的实测。