Guide d'achat perforateur Parkside 20v VS perforateur burineur parksid...
Le 21/03/22
Lectures : 1 465
Percer les matériaux durs comme béton, la pierre, le métal demande que sa perceuse soit équipée de la fonction marteau perforateur.
Quel marteau perforateur / Perceuse à Percussion choisir ?
Le marteau perforateur / Perceuse à Percussion est conçu pour tourner et buriner en même temps pour creuser un trou dans un matériaux dur comme peut l'être le béton ou la pierre. C'est donc un outil indispensable pour installer une cheville dans un mur porteur. Pour cet usage, un trou d'environ 1 cm de diamètre sur 5 à 10 cm de profond suffisent et la perceuse percussion présentée ci-dessous pourra faire l'affaire.
Dans un autre registre, vous aurez peut être besoin de percer une dalle béton de 30 cm de large et de profondeur pour passer une grosse canalisation. Dans ce cas le marteau perforateur ci-dessous sera plus indiqué.
Parmi les critères d'achat, vous avez :
L'alimentation secteur ou batterie
Dans un premier cas vous serez dépendant d'une source d'électricité. De l'autre vous pouvez utiliser votre perforateur sur un chantier non électrifié, pour installer un portail électrique sans avoir à tirer de rallonge par exemple.
La puissance
Elle s'exprime en Watts, elle conditionne la vitesse de rotation en tours minutes et les performances de la machine.
Sur un modèle à batterie, la puissance de la batterie sera déterminante pour donner la puissance délivrée et l'autonomie. Dans ce cas bien regarder la tension (Volts ou V) et la capacité en Ampérage heure (Ah)
D'autres critères entreront en jeu comme la comptatibilité avec les forêts de percussion et perforation, les dispositifs de réduction des vibrations, parfois le poids pour les travaux accrobatiques bien que ce soit globalement un critère de qualité.
La perceuse percussion Parkside X20V TEAM 20v Batterie : Le choix éco
La perceuse percussion Parkside X20V TEAM 20v Batterie offre l'avantage d'être conçu autour d'un cahier des charges conçu pour un usage particulier. Oui ce n'est pas le matériel le plus endurant, mais il est conçu pour couvrir les besoin d'un usage courant pour un bricoleur individuel particulier et il est abordable en prix.
Comme à ses habitudes, Parkside fait la différence en incluant des accessoires dans le pack. Pour celui qui fait le calcul, l'achat de la perceuse et du jeu d'embouts et mèches devient franchement intéressant comparé à un achat séparé.
Je débute cette sélection en présentant le Parkside X20V TEAM, qui relève d'avantage d'une perceuse visseuse et perceuse à percussion que d'un marteau perforateur.
Il est toutefois équipé d'un mandrin pour SDS-plus forêts qui vont bien avec l'usage perfo. Les outils parkside sont diffusés dans les magasins Lidl mais souvent ils sont disponibles lors d'arrivages ponctuels et sont parfois vendus dans la limite des stocks. Ils se retrouvent le plus souvent sur quelques enseignes e-commerce comme ici en Amazon's choice.
Principales caractéristiques de la Perceuse a Percussion Parkside X20v Team
- Batterie : Lithium Ion PARKSIDE X 20 V Team 2 Ah (non inclus)
- Force de frappe : 1 joule environ
- Vitesse de rotation 900 tr/min
- Cadence de frappe : 0 à 5 000 cps/min
- Diamètre de perçage max. 10 mm dans le béton et la pierre, 8 mm dans le métal et 16 mm dans le bois
- Accessoires inclus : 3 forets SDS-Plus (6/8/10 mm x 150 mm),3 forets HSS avec queue 6 pans (5/6/8 mm),4 embouts de vissage (50 mm),1 porte-embout et 1 adaptateur
- Eclairage LED
- Chargeur (non inclus)
Bien choisir son perforateur percussion
Bien entendu la petite perçeuse Parkside ne fera pas une semaine de travaux intensifs ni une journée complète dans le gros oeuvre. Pour un usage musclé, il est préférable de compléter son équipement avec un "gros Perfo", tout à fait compatible avec une alimentation sans fil, sur batterie.
Le perforateur et burineur Parkside PBH 1050 C3
Le perforateur burineur Parkside PBH 1050 C3 sera quant à lui adapté pour un usage intensif, le perçage dans la brique, la pierre ou le béton. La prise en main est facilitée par deux poignées ergonomiques avec revêtement adhérent et une poignée rotative à 360° et une vitesse de rotation réglable pour ajuster la puissance à la résistance des matériaux. Les tests sont concluants la puissance est suffisante, le travail est efficace aussi bien sur la position perceuse percussion que sur la position marteau burineur.
Principales caractéristiques du perforateur Parkside PBH 1050 C3
- Puissance du moteur : 1050 W
- Câble d'alimentation : 4 m
- Force de frappe : 3 J
- Fréquence de frappe:5 300 cp/min
- Vitesse de rotation maximale :980 tr/min
- Type d'emmanchement mandrin SDS-Plus
- Diamètre de perçage maximale dans la pierre :26 mm
- Diamètre de perçage maximale dans le métal :13 mm
- Diamètre de perçage maximale dans le bois :32 mm
Quel autre perforateur que Parkside choisir ?
Pas convaincu par Parkside ? Il reste toujours possible de regarder ce qui se fait ailleurs, histoire de conforter son choix ou de monter en gamme.
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)
Perforateur MAKITA DHR165Z sds+ 18 V Li-Ion 16 mm
La perceuse perforateur propose les modes perçage à percussion et perçage. Elle est équipée d'un inverseur de sens de rotation et d'un débrayage pour éviter d'exposer le moteur en cas de blocage du forêt et d'un variateur de vitesse.
Principales caractéristiques du perforateur MAKITA DHR165Z
- Batterie Li-Ion18 V
- Vitesse à vide max. 0 à 1600 tr/min
- Capacité de perçage / burinage
- Cadence de frappe max. 0 à 5300 cps/min
- Puissance de frappe (EPTA) : 1,3 Joules
- Technologie XPT pour limiter les entrées d'eau et de poussière
- L'éclairage LED
- Soft Grip pour une prise en main optimale avec forme ergonomique et anti-dérapant
- Ø max. de perçage dans le béton : 16 mm
- Ø max. de perçage dans l'acier : 13 mm
- Ø max. de perçage dans le bois : 24 mm
- Type d'emmanchement sds+
- Dimensions (L x l x h) : 297 x 79 x 253 mm
- Poids : 2,5 kg
- Garantie : 1 an en usage professionnel, 2 ans en usage non professionnel et 3 ans si le produit estenregistré sur le site du constructeur
Voir le prix sur Centrale-brico.com
Nota : Cette perceuse visseuse perforateur est en DHR. Or la tendance est de s'équiper en RDS+.