Finding the Frame - "The Pitt" Cinematography (feat. Johanna Coelho)
Filmmakers Academy Podcast - A podcast by Filmmakers Academy

Thanks for joining us for another episode of the Filmmakers Academy Podcast! Take advantage of monthly virtual group coaching, networking events, as well as new content released weekly by becoming a member today. Join today and get $50 off your first year by using the promo code FAPOD50. And join the #1 resource for cinematographers, film crews, and Do-It-All filmmakers!Sign up today by clicking 👉 here.In this episode of Finding the Frame, Chris Haigh interviews cinematographer Johanna Coelho, known for her work on HBO Max's The Pitt. Coelho discusses her journey from France to Los Angeles, blending French emotional storytelling with American visual language, and how her diverse education at the Sorbonne, AFI, and a French technical school shaped her visual approach. She emphasizes the importance of adapting to different projects, from documentaries to medical dramas, and her role as a "visual psychologist" in interpreting characters' emotions.Coelho delves into the innovative techniques used on "The Pitt," including a 360-degree set, custom LED lighting, and the use of the Alexa Mini LF camera. She details the challenges and collaborations involved in creating a realistic, continuous 15-hour medical drama, highlighting the meticulous planning and choreography required. She also touches on her concerns and hopes for the future of filmmaking in Los Angeles, and her thoughts on the use of AI in the industry, advocating for its use as a tool to enhance, rather than replace, the cinematographer’s role.Keep up with Johanna Coelho:Instagram: https://www.instagram.com/johanna_coelho/Website: https://www.johannacoelho.com/Keep up with Finding the Frame host Chris Haigh:Instagram: https://www.instagram.com/chrishaighwriter/IMDb: https://pro.imdb.com/name/nm13352079/credits0:00 - Intro & Guest Intro0:37 - Johanna’s Cinematography Journey1:53 - Early Inspirations & Influences2:31 - Education & Cinematic Approach