Abstract: A system and method are provided for executing process workflows. The method includes obtaining via a communications module, a representation of a workflow as a graph, the graph including a plurality of interconnected workflow tasks. The method also includes storing the graph in a graph database, navigating through the workflow tasks in the graph as the process is executed, and publishing via the communications module, a workflow state change with a topic for the current workflow task. The method also includes receiving via the communications module, a document for the current workflow task, wherein a state of the process is implied by the topic position in the graph, and wherein the topic determines at least one microservice to be employed. The method also includes having at least one workflow task associated with the current workflow task executed by instructing a corresponding one or more microservices via the communications module.

Abstract: A system and method are provided for executing process workflows. The method includes obtaining via a communications module, a representation of a workflow as a graph, the graph including a plurality of interconnected workflow tasks. The method also includes storing the graph in a graph database, navigating through the workflow tasks in the graph as the process is executed, and publishing via the communications module, a workflow state change with a topic for the current workflow task. The method also includes receiving via the communications module, a document for the current workflow task, wherein a state of the process is implied by the topic position in the graph, and wherein the topic determines at least one microservice to be employed. The method also includes having at least one workflow task associated with the current workflow task executed by instructing a corresponding one or more microservices via the communications module.

Abstract: A system and method are provided for executing process workflows. The method includes obtaining via a communications module, a representation of a workflow as a graph, the graph including a plurality of interconnected workflow tasks. The method also includes storing the graph in a graph database, navigating through the workflow tasks in the graph as the process is executed, and publishing via the communications module, a workflow state change with a topic for the current workflow task. The method also includes receiving via the communications module, a document for the current workflow task, wherein a state of the process is implied by the topic position in the graph, and wherein the topic determines at least one microservice to be employed. The method also includes having at least one workflow task associated with the current workflow task executed by instructing a corresponding one or more microservices via the communications module.

Abstract: The invention relates to a method of determining the complex impedance Z(fm) of a non-steady electrochemical system, comprising the following steps consisting in: bringing the system to a selected voltage condition and applying a sinusoidal signal with frequency fm thereto; immediately thereafter, measuring successive values for voltage and current at regular time intervals ?T; calculating the discrete Fourier transforms for voltage (E(f)) and current (I(f)), the voltage transform being calculated for the single frequency fm of the sinusoidal signal and the current transform being calculated for frequency fm and for two adjacent frequencies fm?1 and fm+1 on either side of frequency fm; and calculating the impedance using the following formula: Z(fm)=E(fm)/I*(fm), wherein I* denotes a corrected current such that Re[I*(fm)]=Re[I*(fm)]?(Re[I(fm+1)]+Re[I(fm?1)]2, Im[I*(fm)]=Im[I(fm)]?Im[I(fm+1)]+Im[I(fm?1)])/2.

Abstract: The invention relates to a method of determining the complex impedance Z(fm) of a non-steady electrochemical system, comprising the following steps consisting in: bringing the system to a selected voltage condition and applying a sinusoidal signal with frequency fm thereto; immediately thereafter, measuring successive values for voltage and current at regular time intervals ?T; calculating the discrete Fourier transforms for voltage (E(f)) and current (I(f)), the voltage transform being calculated for the single frequency fm of the sinusoidal signal and the current transform being calculated for frequency fm and for two adjacent frequencies fm?1 and fm+1 on either side of frequency fm; and calculating the impedance using the following formula: Z(fm)=E(fm)/I*(fm), wherein I* denotes a corrected current such that Re[I*(fm)]=Re[I(fm)]?{Re[I(fm+1)]+Re[I(fm?1)]}/2, Im[I*(fm)]=Im[I(fm)]?{Im[I(fm+1)]+Im[I(fm?1)]}/2.