User contributions for RobertLampel
Results for RobertLampel talk block log uploads logs
A user with 535 edits. Account created on 11 June 2024.
20 August 2025
- 14:4314:43, 20 August 2025 diff hist +52 User:RobertLampel No edit summary
- 09:4909:49, 20 August 2025 diff hist −195 Tubular Reactor →References
- 09:4909:49, 20 August 2025 diff hist −88 Tubular Reactor →Miscellaneous and Further Reading
- 09:4809:48, 20 August 2025 diff hist −21 Bryson Denham →Miscellaneous and Further Reading
- 09:4709:47, 20 August 2025 diff hist +2 Tubular Reactor →Reference Solutions
- 09:4709:47, 20 August 2025 diff hist 0 N File:Tubular Reactor.png No edit summary current
- 09:4309:43, 20 August 2025 diff hist −3 Tubular Reactor →Mathematical formulation
- 09:4209:42, 20 August 2025 diff hist +1,523 N Tubular Reactor Created page with "{{Dimensions |nd = 1 |nx = 2 |nw = 1 }} The '''Tubular Reactor problem''' is a two-dimensional ODE model. It aims to maximize the value of the second differential state at the end of the time interval. The optimal integer control functions exhibits a singular arc. == Mathematical formulation == <p> <math> \begin{array}{lll} \displaystyle \min_{w} && -x_2(1) dt \\ \text{subject to} \..."
- 09:2309:23, 20 August 2025 diff hist +55 User:RobertLampel No edit summary
- 09:1109:11, 20 August 2025 diff hist −10 Toy OED →Miscellaneous and Further Reading
- 09:1009:10, 20 August 2025 diff hist 0 Bryson Denham →Mathematical formulation
- 09:0909:09, 20 August 2025 diff hist 0 Bryson Denham →Mathematical formulation
- 09:0709:07, 20 August 2025 diff hist −3 Bryson Denham →References
- 09:0609:06, 20 August 2025 diff hist +4 Bryson Denham →Reference Solutions
- 09:0509:05, 20 August 2025 diff hist 0 N File:Bryson-Denham.png No edit summary current
- 09:0209:02, 20 August 2025 diff hist +1,504 N Bryson Denham Created page with "{{Dimensions |nd = 1 |nx = 2 |nw = 1 }} The '''Bryson-Denham problem''' is a two-dimensional toy ODE model. It aims to minimize a quadratic Lagrange term. The optimal integer control functions exhibits a singular arc. == Mathematical formulation == <p> <math> \begin{array}{lll} \displaystyle \min_{u} && \int_0^{1} \frac{1}{2} \cdot w(t)^2 dt \\ \text{subject to} \\ \quad \dot{x}(t)..."
- 08:4508:45, 20 August 2025 diff hist +53 User:RobertLampel No edit summary
- 08:3008:30, 20 August 2025 diff hist +38 Rao Mease No edit summary
- 08:2908:29, 20 August 2025 diff hist +21 Rao Mease No edit summary
- 08:2508:25, 20 August 2025 diff hist −18 Rao Mease →Reference Solutions
- 08:2408:24, 20 August 2025 diff hist 0 N File:Rao Mease.png No edit summary current
- 08:0308:03, 20 August 2025 diff hist −17 Rao Mease No edit summary
- 08:0308:03, 20 August 2025 diff hist −130 Rao Mease →References
- 08:0208:02, 20 August 2025 diff hist −1 Rao Mease →Miscellaneous and Further Reading
- 07:5907:59, 20 August 2025 diff hist +1 Rao Mease No edit summary
- 07:5907:59, 20 August 2025 diff hist 0 Rao Mease No edit summary
- 07:5807:58, 20 August 2025 diff hist +12 Rao Mease No edit summary
- 07:5407:54, 20 August 2025 diff hist +1,383 N Rao Mease Created page with "{{Dimensions |nd = 1 |nx = 1 |nw = 1 }} The '''Rao Mease problem''' is a very sensitive one-dimensional toy ODE model which is especially suited for multiple shooting solvers. It aims to minimize a quadratic Lagrange term. The optimal integer control functions shows bang bang behavior. == Mathematical formulation == <p> <math> \begin{array}{lll} \displaystyle \min_{x,w} && \int_0^{10} (x(t)^2 + w(..."
- 07:4307:43, 20 August 2025 diff hist 0 User:RobertLampel No edit summary
- 07:3007:30, 20 August 2025 diff hist +49 User:RobertLampel No edit summary
- 07:2707:27, 20 August 2025 diff hist +26 Toy OED →Parameters
- 07:2707:27, 20 August 2025 diff hist +44 Toy OED →Reference Solutions
- 07:2607:26, 20 August 2025 diff hist 0 Toy OED →Reference Solutions
- 07:2607:26, 20 August 2025 diff hist +147 Toy OED →Reference Solutions
- 07:2507:25, 20 August 2025 diff hist 0 N File:Toy OED.png No edit summary current
- 07:0707:07, 20 August 2025 diff hist −6 Toy OED →Mathematical formulation
- 07:0707:07, 20 August 2025 diff hist +11 Toy OED →Parameters
- 07:0607:06, 20 August 2025 diff hist +149 Toy OED No edit summary
- 07:0307:03, 20 August 2025 diff hist −452 Toy OED No edit summary
- 06:5606:56, 20 August 2025 diff hist −376 Toy OED No edit summary
- 06:5506:55, 20 August 2025 diff hist +2 Toy OED →Mathematical formulation
- 06:5506:55, 20 August 2025 diff hist −16 Toy OED →Mathematical formulation
- 06:5406:54, 20 August 2025 diff hist −2,094 Toy OED →Mathematical formulation
- 06:4306:43, 20 August 2025 diff hist +4,772 N Toy OED Created page with "{{Dimensions |nd = 1 |nx = 4 |nw = 1 }} The '''Toy OED problem''' looks for an optimal measurement strategy to determine a single parameter in a one-dimensional ODE model, where can directly measure the single state. The optimal integer control functions shows bang bang behavior. == Mathematical formulation == We are interested in estimating the parameters <math>p_2</math> and <math>p_4</math> of t..."
- 06:2406:24, 20 August 2025 diff hist +77 User:RobertLampel No edit summary
4 April 2025
18 February 2025
18 December 2024
- 07:3407:34, 18 December 2024 diff hist 0 DOW Experimental Design →Chemical background
- 07:2907:29, 18 December 2024 diff hist −1 DOW Experimental Design →Mathematical formulation