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2024 Rapporto tecnico open access

Analisi e Monitoraggio dei dati economico-finanziari della ricerca cofinanziata presso l’Istituto per le Applicazioni del Calcolo “Mauro Picone” del Consiglio Nazionale delle Ricerche nel periodo 2013-2023

Raccolta, analisi e monitoraggio dei dati economico-finanziari relativi ai progetti comunitari e nazionali con il fine di creare un metodo standardizzato di analisi e monitoraggio dei flussi delle entrate/uscite presso l’Istituto per le Applicazioni del Calcolo “Mauro Picone” e relative sedi secondarie” ha l’obiettivo di analizzare l’andamento dei finanziamenti nazionali ed europei nell’ultimo decennio di attività dell’IAC-CNR (dal 2013 al 2023) con il fine di ottimizzare la gestione della cassa, dare un migliore servizio di pianificazione e controllo, e generare un sistema di misurazione della performance finanziaria dell’Istituto per le Applicazioni del Calcolo “Mauro Picone” e relative sedi secondarie.

analisi, monitoraggio, progetti di ricerca
2024 Rapporto tecnico open access

PRINCIPI E MODALITA' DI RENDICONTAZIONE DEI COSTI NELL'AMBITO DEL PROGRAMMA QUADRO EUROPEO HORIZON EUROPE

Il rapporto analizza i principi che regolano il Programma HORIZON EUROPE e le modalità di rendicontazione dei costi sostenuti per la realizzazione delle attività progettuali, soffermandosi sulle caratteristiche dello strumento finanziario, sulla tipologia dei costi e sul sistema di controlli attraverso il quale la Commissione Europea vigila sul rispetto delle norme gli obblighi previsti dalla convenzione di sovvenzione.

Model Grant Agreement, HORIZON EUROPE, H2020, Rendicontazione, Audit;
2022 Articolo in rivista restricted access

A COMPUTATIONAL MODULAR APPROACH TO EVALUATE NOx EMISSIONS AND OZONE PRODUCTION DUE TO VEHICULAR TRAFFIC

Balzotti Caterin ; Briani Maya ; De Filippo Barbara ; Piccoli Benedetto

The societal impact of traffic is a long-standing and complex problem. We focus on the estimation of ground-level ozone production due to vehicular traffic. We propose a comprehensive computational approach combining four consecutive modules: a traffic simulation module, an emission module, a module for the main chemical reactions leading to ozone production, and a module for the diffusion of gases in the atmosphere. The traffic module is based on a second-order traffic flow model, obtained by choosing a special velocity function for the Collapsed Generalized Aw-Rascle-Zhang model. A general emission module is taken from literature, and tuned on NGSIM data together with the traffic module. Last two modules are based on reaction-diffusion partial differential equations. The system of partial differential equations describing the main chemical reactions of nitrogen oxides presents a source term given by the general emission module applied to the output of the traffic module. We use the proposed approach to analyze the ozone impact of various traffic scenarios and describe the effect of traffic light timing. The numerical tests show the negative effect of vehicles restarts on emissions, and the consequent increase in pollutants in the air, suggesting to increase the length of the green phase of traffic lights.

emissions; ground level ozone production; Road traffic modeling; second-order traffic models
2020 Rapporto tecnico metadata only access

Il POR FESR della Regione Lazio nella Strategia Europa 2020

Di Berardo Mara ; De Filippo Barbara

Il report fornisce una panoramica del Fondo Europeo per lo Sviluppo Regionale, particolarmente nel Programma Operativo Regionale del Lazio, a partire dalla Strategia Europa 2020 (obiettivi, iniziative faro, principi di programmazione) e dai fondi strutturali UE (tipologia, principi orizzontali, quadro strategico comune, programmi operativi nazionali e gestione dei fondi), delineandone obblighi di informazione e pubblicità.

POR FESR Regione Lazio Europa 2020
2020 Contributo in volume (Capitolo o Saggio) metadata only access

Modelling the Effects of Protective Treatments in Porous Materials

Gabriella Bretti ; Barbara De Filippo ; Roberto Natalini ; Sara Goidanich ; Marco Roveri ; Lucia Toniolo

The aim of this preliminary study is to understand and simulate the hydric behaviour of a porous material in the presence of protective treatments. In particular, here the limestone Lumaquela deAjarte is considered before and after the application of the silane-based product ANC. A recently developed mathematical model was applied in order to describe the capillary rise of water in stone specimens. The model was calibrated by using experimental data concerning the water absorption by capillarity in both treated and untreated stone specimens. With a suitable calibration of the main parameters of the model and of the boundary conditions, it was possible to reproduce the main features of the experimentally observed phenomenon.

Mathematical modelling · Porous media · Stone protection · Predictive models
2020 Contributo in Atti di convegno metadata only access

Towards a comprehensive model for the impact of traffic patterns on air pollution

Balzotti C ; Briani M ; de Filippo B ; Piccoli B

The impact of vehicular traffic on society is huge and multifaceted, including economic, social, health and environmental aspects. The problems is complex and hard to model since it requires to consider traffic patterns, air pollutant emissions, and the chemical reactions and dynamics of pollutants in the low atmosphere. This paper aims at exploring a comprehensive simulation tool ranging from vehicular traffic all the way to environmental impact. As first step in this direction, we couple a traffic second-order model, tuned on NGSIM data, with an nitrogen oxides (NO) emission model and a set of equations for some of the main chemical reactions behind ozone (O) production.

Road traffic modeling Second order traffic model Air pollutant emissions Ozone production.
2019 Rapporto tecnico metadata only access

INdAM Workshop: Mathematical modeling and Analysis of degradation and restoration in Cultural Heritage

Bonetti Elena ; Cavaterra Cecilia ; Roberto Natalini ; De Filippo Barbara ; Di Berardo Mara

Report del convegno "MACH2019", svolto a Roma in data 25-29 marzo 2019, co-organizzato da Università degli Studi di Milano, Istituto per le Applicazioni del Calcolo M. Picone, Università degli Studi di Sassari, finanziato da Università degli Studi di Milano, Istituto per le Applicazioni del Calcolo M. Picone e INdAM (Istituto Nazionale di Alta Matematica). Obiettivo: costruire un ponte permanente tra esperti del patrimonio culturale e la comunità matematica. Il report raccoglie info sul convegno (focus, topics, data e location, organizzatori, speaker e partecipanti sponsors e attività extra), dati sui partecipanti, agenda ed abstract e prossimi passi (proceedings). Anno: 2019 (8 aprile)

INdAM Mathematical modeling cultural herigate
2017 Articolo in rivista metadata only access

Copper corrosion: A mathematical model for the simulation of chemical processes

[object Object]Metals, extensively used in technology applications as well as in art metal works, have a chemical affinity for oxygen, water, sulphur and are particularly susceptible to electrochemical processes due to the environment. For this reason the monitoring of the effect of environmental conditions (temperature, humidity, pollutant concentration) on their mechanical and physical properties are considered a primary necessity for metal conservation and preservation. The complexity of the degradation phenomena requires to develop predictive tools, able to simulate involved chemical processes. In the present work a mathematical model, based on partial differential equation, is proposed. The model describes the evolution of corrosion processes, which occur on copper-tin alloy specimens exposed to sulphur dioxide atmosphere (SO 2 ).

Brochantite Copper corrosion Cultural Heritage conservation Mathematical modelling
2016 Contributo in volume (Capitolo o Saggio) metadata only access

On mathematical models applied to material damage in cultural heritage conservation

In this paper some recent mathematical models applied to material damage are reviewed. The complexity of damage processes related to Cultural Heritage materials creates the necessity of developing predictive tools in order to monitor and detect surface alterations even before they are visible by naked eyes. The proposed models, elaborated by a research group of the Institute of Applied Mathematics - Research Council of Italy, are based on partial differential equations and well capture the main features of chemical processes (copper corrosion and salt crystallization), which occur on different materials such as stone and copper.

mathematical models chemical damage cultural heritage
2014 Articolo in rivista metadata only access

Mathematical model of copper corrosion

A new partial differential model for monitoring and detecting copper corrosion products (mainly brochantite and cuprite) is proposed to provide predictive tools suitable for describing the evolution of damage induced on bronze specimens by sulfur dioxide (SO2) pollution. This model is characterized by the movement of a double free boundary. Numerical simulations show a nice agreement with experimental result. (C) 2014 Elsevier Inc. All rights reserved.

Free boundary model Parabolic problems Finite difference methods Corrosion Coppe Brochantite
2011 Contributo in volume (Capitolo o Saggio) metadata only access

Yococu contribute and role of youth in conservation of cultural heritage,

L Campanella ; B De Filippo ; D Ferro ; S Natali ; M Guiso ; A Brotzu
2011 Articolo in rivista metadata only access

Mathematical Models for Copper Sulfation

2010 Contributo in Atti di convegno metadata only access

Characterization of bronze corrosion products on exposition to sulphur dioxide

B De Filippo ; L Campanella ; A Brotzu ; S Natali ; D Ferro
2008 Contributo in Atti di convegno metadata only access

Colore e Arte: storia e tecnologia del colore nei secoli Firenze: Colore e Materia: i gialli di piombo, stagno ed antimonio Associazione di Archeometria (2008).

C Pelosi ; G Agresti ; U Santamaria ; F Cibin ; B De Filippo ; F Morresi